L080dimensional analysis

Base dimensions: mass; length; time.
Dimensions:
  - dim: nss, -4, 0 and -2
  - dim: knv, 0, 1 and 4
  - dim: rzk, -1, 4 and 6
  - dim: mlv, 0, 0 and 0
  - dim: zrv, -1, -2 and 2
  - dim: ppk, 2, -1 and 0
  - dim: rvm, -2, -2 and 6
  - dim: pzv, 0, 2 and 2
  - dim: lns, -1, 0 and -2
Equations:
  - q1 rzk equals pzv to the power 2 divided by zrv to the power -1 plus pzv to the power 2 times zrv to the power 1 times mlv
  - q2 knv equals ppk to the power -1 divided by lns to the power 2
  - q3 rvm equals zrv to the power 2 times pzv to the power 1 plus zrv to the power 2 divided by pzv to the power -1 times mlv
  - q4 nss equals pzv to the power -1 divided by ppk to the power 2 plus pzv to the power -1 times ppk to the power -2 times mlv
What is the dimensionally impossible?

Las dimensiones básicas son: masa; longitud; tiempo.
Las dimensiones son:
  - las dimensiones de: nss, -4, 0 y -2
  - las dimensiones de: knv, 0, 1 y 4
  - las dimensiones de: rzk, -1, 4 y 6
  - las dimensiones de: mlv, 0, 0 y 0
  - las dimensiones de: zrv, -1, -2 y 2
  - las dimensiones de: ppk, 2, -1 y 0
  - las dimensiones de: rvm, -2, -2 y 6
  - las dimensiones de: pzv, 0, 2 y 2
  - las dimensiones de: lns, -1, 0 y -2
Las ecuaciones son:
  - q1: rzk es igual a pzv elevado a 2 dividido por zrv elevado a -1 más pzv elevado a 2 por zrv elevado a 1 por mlv
  - q2: knv es igual a ppk elevado a -1 dividido por lns elevado a 2
  - q3: rvm es igual a zrv elevado a 2 por pzv elevado a 1 más zrv elevado a 2 dividido por pzv elevado a -1 por mlv
  - q4: nss es igual a pzv elevado a -1 dividido por ppk elevado a 2 más pzv elevado a -1 por ppk elevado a -2 por mlv
¿Qué dimensionally impossible?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：nss、-4、0和-2
  - 的量纲是：knv、0、1和4
  - 的量纲是：rzk、-1、4和6
  - 的量纲是：mlv、0、0和0
  - 的量纲是：zrv、-1、-2和2
  - 的量纲是：ppk、2、-1和0
  - 的量纲是：rvm、-2、-2和6
  - 的量纲是：pzv、0、2和2
  - 的量纲是：lns、-1、0和-2
方程如下：q1：rzk等于pzv的次方是2除以zrv的次方是-1加pzv的次方是2乘以zrv的次方是1乘以mlv；q2：knv等于ppk的次方是-1除以lns的次方是2；q3：rvm等于zrv的次方是2乘以pzv的次方是1加zrv的次方是2除以pzv的次方是-1乘以mlv；q4：nss等于pzv的次方是-1除以ppk的次方是2加pzv的次方是-1乘以ppk的次方是-2乘以mlv。
dimensionally impossible什么？

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: nss, -4, 0 ve -2
  - dim: knv, 0, 1 ve 4
  - dim: rzk, -1, 4 ve 6
  - dim: mlv, 0, 0 ve 0
  - dim: zrv, -1, -2 ve 2
  - dim: ppk, 2, -1 ve 0
  - dim: rvm, -2, -2 ve 6
  - dim: pzv, 0, 2 ve 2
  - dim: lns, -1, 0 ve -2
Equations:
  - q1: rzk pzv 2 power zrv -1 power bölü pzv 2 power zrv 1 power çarpı mlv çarpı artı eşittir
  - q2: knv ppk -1 power lns 2 power bölü eşittir
  - q3: rvm zrv 2 power pzv 1 power çarpı zrv 2 power pzv -1 power bölü mlv çarpı artı eşittir
  - q4: nss pzv -1 power ppk 2 power bölü pzv -1 power ppk -2 power çarpı mlv çarpı artı eşittir
Dimensionally impossible ne?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: nss, -4, 0 na -2
  - dim: knv, 0, 1 na 4
  - dim: rzk, -1, 4 na 6
  - dim: mlv, 0, 0 na 0
  - dim: zrv, -1, -2 na 2
  - dim: ppk, 2, -1 na 0
  - dim: rvm, -2, -2 na 6
  - dim: pzv, 0, 2 na 2
  - dim: lns, -1, 0 na -2
Equations:
  - q1: rzk ni sawa na pzv power ya 2 divided by zrv power ya -1 plus pzv power ya 2 times zrv power ya 1 times mlv
  - q2: knv ni sawa na ppk power ya -1 divided by lns power ya 2
  - q3: rvm ni sawa na zrv power ya 2 times pzv power ya 1 plus zrv power ya 2 divided by pzv power ya -1 times mlv
  - q4: nss ni sawa na pzv power ya -1 divided by ppk power ya 2 plus pzv power ya -1 times ppk power ya -2 times mlv
Dimensionally impossible nini?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nss, -4, 0 and -2
  - dim: knv, 0, 1 and 4
  - dim: rzk, -1, 4 and 6
  - dim: mlv, 0, 0 and 0
  - dim: zrv, -1, -2 and 2
  - dim: ppk, 2, -1 and 0
  - dim: rvm, -2, -2 and 6
  - dim: pzv, 0, 2 and 2
  - dim: lns, -1, 0 and -2
Equations:
  - q1 rzk equals pzv to the power 2 divided by zrv to the power -1 plus pzv to the power 2 times zrv to the power 1 times mlv
  - q2 knv equals ppk to the power -1 divided by lns to the power 2
  - q3 rvm equals zrv to the power 2 times pzv to the power 1 plus zrv to the power 2 divided by pzv to the power -1 times mlv
  - q4 nss equals pzv to the power -1 divided by ppk to the power 2 plus pzv to the power -1 times ppk to the power -2 times mlv
What is the dimensionally impossible?

{base_dimensions: [mass length time], dimensions: [(dim nss -4 0 -2) (dim knv 0 1 4) (dim rzk -1 4 6) (dim mlv 0 0 0) (dim zrv -1 -2 2) (dim ppk 2 -1 0) (dim rvm -2 -2 6) (dim pzv 0 2 2) (dim lns -1 0 -2)], equations: [(equation q1 (eq rzk (add (div (pow pzv 2) (pow zrv -1)) (mul (mul (pow pzv 2) (pow zrv 1)) mlv)))) (equation q2 (eq knv (div (pow ppk -1) (pow lns 2)))) (equation q3 (eq rvm (add (mul (pow zrv 2) (pow pzv 1)) (mul (div (pow zrv 2) (pow pzv -1)) mlv)))) (equation q4 (eq nss (add (div (pow pzv -1) (pow ppk 2)) (mul (mul (pow pzv -1) (pow ppk -2)) mlv))))], query: dimensionally_impossible}

Basis Dimensionen: Masse; Länge; Zeit.
Dimensionen:
  - dämmerig: nss, -4, 0 und -2
  - dämmerig: knv, 0, 1 und 4
  - dämmerig: rzk, -1, 4 und 6
  - dämmerig: mlv, 0, 0 und 0
  - dämmerig: zrv, -1, -2 und 2
  - dämmerig: ppk, 2, -1 und 0
  - dämmerig: rvm, -2, -2 und 6
  - dämmerig: pzv, 0, 2 und 2
  - dämmerig: lns, -1, 0 und -2
Gleichungen:
  - q1 rzk gleichen pzv Macht aus 2 geteilt mit zrv Macht aus -1 plus pzv Macht aus 2 mal zrv Macht aus 1 mal mlv
  - q2 knv gleichen ppk Macht aus -1 geteilt mit lns Macht aus 2
  - q3 rvm gleichen zrv Macht aus 2 mal pzv Macht aus 1 plus zrv Macht aus 2 geteilt mit pzv Macht aus -1 mal mlv
  - q4 nss gleichen pzv Macht aus -1 geteilt mit ppk Macht aus 2 plus pzv Macht aus -1 mal ppk Macht aus -2 mal mlv
Was dimensionally unmöglich?

Base dimensions: маса; дужина; вре́ме.
Dimensions:
  - dim: nss, -4, 0 и -2
  - dim: knv, 0, 1 и 4
  - dim: rzk, -1, 4 и 6
  - dim: mlv, 0, 0 и 0
  - dim: zrv, -1, -2 и 2
  - dim: ppk, 2, -1 и 0
  - dim: rvm, -2, -2 и 6
  - dim: pzv, 0, 2 и 2
  - dim: lns, -1, 0 и -2
Једна̀чина:
  - q1 rzk је̏дна̄к pzv вла̑ст od 2 divided by zrv вла̑ст od -1 plus pzv вла̑ст od 2 times zrv вла̑ст od 1 times mlv
  - q2 knv је̏дна̄к ppk вла̑ст od -1 divided by lns вла̑ст od 2
  - q3 rvm је̏дна̄к zrv вла̑ст od 2 times pzv вла̑ст od 1 plus zrv вла̑ст od 2 divided by pzv вла̑ст od -1 times mlv
  - q4 nss је̏дна̄к pzv вла̑ст od -1 divided by ppk вла̑ст od 2 plus pzv вла̑ст od -1 times ppk вла̑ст od -2 times mlv
Dimensionally немогућ kakav?

Perustus mitat: massa; pituus; aika.
Mitat:
  - himmeä: nss, -4, 0 ja -2
  - himmeä: knv, 0, 1 ja 4
  - himmeä: rzk, -1, 4 ja 6
  - himmeä: mlv, 0, 0 ja 0
  - himmeä: zrv, -1, -2 ja 2
  - himmeä: ppk, 2, -1 ja 0
  - himmeä: rvm, -2, -2 ja 6
  - himmeä: pzv, 0, 2 ja 2
  - himmeä: lns, -1, 0 ja -2
Yhtälöt:
  - q1 rzk sama pzv valta vaille 2 jaettu kautta zrv valta vaille -1 plus pzv valta vaille 2 kertaa zrv valta vaille 1 kertaa mlv
  - q2 knv sama ppk valta vaille -1 jaettu kautta lns valta vaille 2
  - q3 rvm sama zrv valta vaille 2 kertaa pzv valta vaille 1 plus zrv valta vaille 2 jaettu kautta pzv valta vaille -1 kertaa mlv
  - q4 nss sama pzv valta vaille -1 jaettu kautta ppk valta vaille 2 plus pzv valta vaille -1 kertaa ppk valta vaille -2 kertaa mlv
Mikä dimensionally mahdoton?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：nss、-4、0和-2
  - 的量纲是：knv、0、1和4
  - 的量纲是：rzk、-1、4和6
  - 的量纲是：mlv、0、0和0
  - 的量纲是：zrv、-1、-2和2
  - 的量纲是：ppk、2、-1和0
  - 的量纲是：rvm、-2、-2和6
  - 的量纲是：pzv、0、2和2
  - 的量纲是：lns、-1、0和-2
方程如下：q1：rzk等于pzv的次方是2除以zrv的次方是-1加pzv的次方是2乘以zrv的次方是1乘以mlv；q2：knv等于ppk的次方是-1除以lns的次方是2；q3：rvm等于zrv的次方是2乘以pzv的次方是1加zrv的次方是2除以pzv的次方是-1乘以mlv；q4：nss等于pzv的次方是-1除以ppk的次方是2加pzv的次方是-1乘以ppk的次方是-2乘以mlv。
dimensionally impossible什么？

基礎面積:質量; 長さ; 時間.
面積:
  - 薄暗い:nss, -4, 0と-2
  - 薄暗い:knv, 0, 1と4
  - 薄暗い:rzk, -1, 4と6
  - 薄暗い:mlv, 0, 0と0
  - 薄暗い:zrv, -1, -2と2
  - 薄暗い:ppk, 2, -1と0
  - 薄暗い:rvm, -2, -2と6
  - 薄暗い:pzv, 0, 2と2
  - 薄暗い:lns, -1, 0と-2
方程式:q1:rzkpzv2力の中のzrv-1力の中の分かれた…でpzv2力の中のzrv1力の中の掛けるmlv掛ける足す等しい; q2:knvppk-1力の中のlns2力の中の分かれた…で等しい; q3:rvmzrv2力の中のpzv1力の中の掛けるzrv2力の中のpzv-1力の中の分かれた…でmlv掛ける足す等しい; q4:nsspzv-1力の中のppk2力の中の分かれた…でpzv-1力の中のppk-2力の中の掛けるmlv掛ける足す等しい.
dimensionally不可能な何と?

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: nss, -4, 0 ve -2
  - dim: knv, 0, 1 ve 4
  - dim: rzk, -1, 4 ve 6
  - dim: mlv, 0, 0 ve 0
  - dim: zrv, -1, -2 ve 2
  - dim: ppk, 2, -1 ve 0
  - dim: rvm, -2, -2 ve 6
  - dim: pzv, 0, 2 ve 2
  - dim: lns, -1, 0 ve -2
Equations:
  - q1: rzk pzv 2 power zrv -1 power bölü pzv 2 power zrv 1 power çarpı mlv çarpı artı eşittir
  - q2: knv ppk -1 power lns 2 power bölü eşittir
  - q3: rvm zrv 2 power pzv 1 power çarpı zrv 2 power pzv -1 power bölü mlv çarpı artı eşittir
  - q4: nss pzv -1 power ppk 2 power bölü pzv -1 power ppk -2 power çarpı mlv çarpı artı eşittir
Dimensionally impossible ne?

أَسَاس بُعْد: كُتْلَة؛ طُول؛ زَمَان.
بُعْد:
  - dim: nss، -4، 0 وَـ -2
  - dim: knv، 0، 1 وَـ 4
  - dim: rzk، -1، 4 وَـ 6
  - dim: mlv، 0، 0 وَـ 0
  - dim: zrv، -1، -2 وَـ 2
  - dim: ppk، 2، -1 وَـ 0
  - dim: rvm، -2، -2 وَـ 6
  - dim: pzv، 0، 2 وَـ 2
  - dim: lns، -1، 0 وَـ -2
مُعَادَلَة:
  - q1 equal rzk زَائِد divided بِـ قُوَّة مِنْ pzv 2 قُوَّة مِنْ zrv -1 فِي فِي قُوَّة مِنْ pzv 2 قُوَّة مِنْ zrv 1 mlv
  - q2 equal knv divided بِـ قُوَّة مِنْ ppk -1 قُوَّة مِنْ lns 2
  - q3 equal rvm زَائِد فِي قُوَّة مِنْ zrv 2 قُوَّة مِنْ pzv 1 فِي divided بِـ قُوَّة مِنْ zrv 2 قُوَّة مِنْ pzv -1 mlv
  - q4 equal nss زَائِد divided بِـ قُوَّة مِنْ pzv -1 قُوَّة مِنْ ppk 2 فِي فِي قُوَّة مِنْ pzv -1 قُوَّة مِنْ ppk -2 mlv
dimensionally مُسْتَحِيل مَاذَا؟

Საფუძველი სიდიდეები: მასა; length; დრო.
Სიდიდეები:
  - dim: nss, -4, 0 და -2
  - dim: knv, 0, 1 და 4
  - dim: rzk, -1, 4 და 6
  - dim: mlv, 0, 0 და 0
  - dim: zrv, -1, -2 და 2
  - dim: ppk, 2, -1 და 0
  - dim: rvm, -2, -2 და 6
  - dim: pzv, 0, 2 და 2
  - dim: lns, -1, 0 და -2
Equations:
  - q1 rzk pzv 2 ძალაუფლება of zrv -1 ძალაუფლება of divided by pzv 2 ძალაუფლება of zrv 1 ძალაუფლება of times mlv times plus თანასწორი
  - q2 knv ppk -1 ძალაუფლება of lns 2 ძალაუფლება of divided by თანასწორი
  - q3 rvm zrv 2 ძალაუფლება of pzv 1 ძალაუფლება of times zrv 2 ძალაუფლება of pzv -1 ძალაუფლება of divided by mlv times plus თანასწორი
  - q4 nss pzv -1 ძალაუფლება of ppk 2 ძალაუფლება of divided by pzv -1 ძალაუფლება of ppk -2 ძალაუფლება of times mlv times plus თანასწორი
Dimensionally შეუძლებელი რა?

Base dimensions: papatipu; roa; wā.
Dimensions:
  - pongipongi: nss, -4, 0 me -2
  - pongipongi: knv, 0, 1 me 4
  - pongipongi: rzk, -1, 4 me 6
  - pongipongi: mlv, 0, 0 me 0
  - pongipongi: zrv, -1, -2 me 2
  - pongipongi: ppk, 2, -1 me 0
  - pongipongi: rvm, -2, -2 me 6
  - pongipongi: pzv, 0, 2 me 2
  - pongipongi: lns, -1, 0 me -2
Equations:
  - q1 equal rzk ngahoro divided nā awenga o pzv 2 awenga o zrv -1 times times awenga o pzv 2 awenga o zrv 1 mlv
  - q2 equal knv divided nā awenga o ppk -1 awenga o lns 2
  - q3 equal rvm ngahoro times awenga o zrv 2 awenga o pzv 1 times divided nā awenga o zrv 2 awenga o pzv -1 mlv
  - q4 equal nss ngahoro divided nā awenga o pzv -1 awenga o ppk 2 times times awenga o pzv -1 awenga o ppk -2 mlv
Dimensionally tē-taea unutai?

Bazơ chiều: khối lượng; chiều dài; thời gian.
Chiều:
  - mờ: nss, -4, 0 và -2
  - mờ: knv, 0, 1 và 4
  - mờ: rzk, -1, 4 và 6
  - mờ: mlv, 0, 0 và 0
  - mờ: zrv, -1, -2 và 2
  - mờ: ppk, 2, -1 và 0
  - mờ: rvm, -2, -2 và 6
  - mờ: pzv, 0, 2 và 2
  - mờ: lns, -1, 0 và -2
Phương trình:
  - q1 rzk equal pzv quyền lực bằng 2 divided bằng cách zrv quyền lực bằng -1 cộng pzv quyền lực bằng 2 nhân zrv quyền lực bằng 1 nhân mlv
  - q2 knv equal ppk quyền lực bằng -1 divided bằng cách lns quyền lực bằng 2
  - q3 rvm equal zrv quyền lực bằng 2 nhân pzv quyền lực bằng 1 cộng zrv quyền lực bằng 2 divided bằng cách pzv quyền lực bằng -1 nhân mlv
  - q4 nss equal pzv quyền lực bằng -1 divided bằng cách ppk quyền lực bằng 2 cộng pzv quyền lực bằng -1 nhân ppk quyền lực bằng -2 nhân mlv
Dimensionally không thể gì?

ฐานมิติ:มวล; ความยาว; เวลา.
มิติ:
  - มัว:nss, -4, 0และ-2
  - มัว:knv, 0, 1และ4
  - มัว:rzk, -1, 4และ6
  - มัว:mlv, 0, 0และ0
  - มัว:zrv, -1, -2และ2
  - มัว:ppk, 2, -1และ0
  - มัว:rvm, -2, -2และ6
  - มัว:pzv, 0, 2และ2
  - มัว:lns, -1, 0และ-2
สมการ:
  - q1:rzkเท่ากับpzvอำนาจของ2dividedโดยzrvอำนาจของ-1บวกpzvอำนาจของ2คูณzrvอำนาจของ1คูณmlv
  - q2:knvเท่ากับppkอำนาจของ-1dividedโดยlnsอำนาจของ2
  - q3:rvmเท่ากับzrvอำนาจของ2คูณpzvอำนาจของ1บวกzrvอำนาจของ2dividedโดยpzvอำนาจของ-1คูณmlv
  - q4:nssเท่ากับpzvอำนาจของ-1dividedโดยppkอำนาจของ2บวกpzvอำนาจของ-1คูณppkอำนาจของ-2คูณmlv
dimensionallyเป็นไปไม่ได้อะไร?

base dimensions: mass; நீளம்; நேரம்.
dimensions:
  - மங்கலான: nss, -4, 0 மற்றும் -2
  - மங்கலான: knv, 0, 1 மற்றும் 4
  - மங்கலான: rzk, -1, 4 மற்றும் 6
  - மங்கலான: mlv, 0, 0 மற்றும் 0
  - மங்கலான: zrv, -1, -2 மற்றும் 2
  - மங்கலான: ppk, 2, -1 மற்றும் 0
  - மங்கலான: rvm, -2, -2 மற்றும் 6
  - மங்கலான: pzv, 0, 2 மற்றும் 2
  - மங்கலான: lns, -1, 0 மற்றும் -2
சமன்பாடு:
  - q1 rzk pzv 2 கரண்ட் கொண்ட zrv -1 கரண்ட் கொண்ட divided by pzv 2 கரண்ட் கொண்ட zrv 1 கரண்ட் கொண்ட times mlv times plus equal
  - q2 knv ppk -1 கரண்ட் கொண்ட lns 2 கரண்ட் கொண்ட divided by equal
  - q3 rvm zrv 2 கரண்ட் கொண்ட pzv 1 கரண்ட் கொண்ட times zrv 2 கரண்ட் கொண்ட pzv -1 கரண்ட் கொண்ட divided by mlv times plus equal
  - q4 nss pzv -1 கரண்ட் கொண்ட ppk 2 கரண்ட் கொண்ட divided by pzv -1 கரண்ட் கொண்ட ppk -2 கரண்ட் கொண்ட times mlv times plus equal
dimensionally impossible என்ன?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: nss, -4, 0 na -2
  - dim: knv, 0, 1 na 4
  - dim: rzk, -1, 4 na 6
  - dim: mlv, 0, 0 na 0
  - dim: zrv, -1, -2 na 2
  - dim: ppk, 2, -1 na 0
  - dim: rvm, -2, -2 na 6
  - dim: pzv, 0, 2 na 2
  - dim: lns, -1, 0 na -2
Equations:
  - q1: rzk ni sawa na pzv power ya 2 divided by zrv power ya -1 plus pzv power ya 2 times zrv power ya 1 times mlv
  - q2: knv ni sawa na ppk power ya -1 divided by lns power ya 2
  - q3: rvm ni sawa na zrv power ya 2 times pzv power ya 1 plus zrv power ya 2 divided by pzv power ya -1 times mlv
  - q4: nss ni sawa na pzv power ya -1 divided by ppk power ya 2 plus pzv power ya -1 times ppk power ya -2 times mlv
Dimensionally impossible nini?

Base dimensions: mass; nineezgo; ookił.
Dimensions:
  - dim: nss, -4, 0 dóó -2
  - dim: knv, 0, 1 dóó 4
  - dim: rzk, -1, 4 dóó 6
  - dim: mlv, 0, 0 dóó 0
  - dim: zrv, -1, -2 dóó 2
  - dim: ppk, 2, -1 dóó 0
  - dim: rvm, -2, -2 dóó 6
  - dim: pzv, 0, 2 dóó 2
  - dim: lns, -1, 0 dóó -2
Equations:
  - q1 rzk pzv 2 power of zrv -1 power of divided by pzv 2 power of zrv 1 power of ahą́ą́h nániilyá mlv ahą́ą́h nániilyá plus equal
  - q2 knv ppk -1 power of lns 2 power of divided by equal
  - q3 rvm zrv 2 power of pzv 1 power of ahą́ą́h nániilyá zrv 2 power of pzv -1 power of divided by mlv ahą́ą́h nániilyá plus equal
  - q4 nss pzv -1 power of ppk 2 power of divided by pzv -1 power of ppk -2 power of ahą́ą́h nániilyá mlv ahą́ą́h nániilyá plus equal
Dimensionally impossible haʼátʼíísh?

Base dimensions: mass; length; piffissaq.
Dimensions:
  - dim: nss, -4, 0 aamma -2
  - dim: knv, 0, 1 aamma 4
  - dim: rzk, -1, 4 aamma 6
  - dim: mlv, 0, 0 aamma 0
  - dim: zrv, -1, -2 aamma 2
  - dim: ppk, 2, -1 aamma 0
  - dim: rvm, -2, -2 aamma 6
  - dim: pzv, 0, 2 aamma 2
  - dim: lns, -1, 0 aamma -2
Assigiissitaq:
  - q1 rzk pzv 2 power of zrv -1 power of divided by pzv 2 power of zrv 1 power of times mlv times plus equal
  - q2 knv ppk -1 power of lns 2 power of divided by equal
  - q3 rvm zrv 2 power of pzv 1 power of times zrv 2 power of pzv -1 power of divided by mlv times plus equal
  - q4 nss pzv -1 power of ppk 2 power of divided by pzv -1 power of ppk -2 power of times mlv times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; taim.
Dimensions:
  - dim: nss, -4, 0 na -2
  - dim: knv, 0, 1 na 4
  - dim: rzk, -1, 4 na 6
  - dim: mlv, 0, 0 na 0
  - dim: zrv, -1, -2 na 2
  - dim: ppk, 2, -1 na 0
  - dim: rvm, -2, -2 na 6
  - dim: pzv, 0, 2 na 2
  - dim: lns, -1, 0 na -2
Equations:
  - q1 rzk equal pzv power bilong 2 divided by zrv power bilong -1 plus pzv power bilong 2 times zrv power bilong 1 times mlv
  - q2 knv equal ppk power bilong -1 divided by lns power bilong 2
  - q3 rvm equal zrv power bilong 2 times pzv power bilong 1 plus zrv power bilong 2 divided by pzv power bilong -1 times mlv
  - q4 nss equal pzv power bilong -1 divided by ppk power bilong 2 plus pzv power bilong -1 times ppk power bilong -2 times mlv
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nss, -4, 0 -2
  - dim: knv, 0, 1 4
  - dim: rzk, -1, 4 6
  - dim: mlv, 0, 0 0
  - dim: zrv, -1, -2 2
  - dim: ppk, 2, -1 0
  - dim: rvm, -2, -2 6
  - dim: pzv, 0, 2 2
  - dim: lns, -1, 0 -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
Dimensionally impossible kwèch?

Base dimensions: mass; length; ха.
Dimensions:
  - dim: nss, -4, 0 а -2
  - dim: knv, 0, 1 а 4
  - dim: rzk, -1, 4 а 6
  - dim: mlv, 0, 0 а 0
  - dim: zrv, -1, -2 а 2
  - dim: ppk, 2, -1 а 0
  - dim: rvm, -2, -2 а 6
  - dim: pzv, 0, 2 а 2
  - dim: lns, -1, 0 а -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
Dimensionally impossible фу?

기초 치수: 질량; 길이; 시간.
치수:
  - dim: nss, -4, 0 -2
  - dim: knv, 0, 1 4
  - dim: rzk, -1, 4 6
  - dim: mlv, 0, 0 0
  - dim: zrv, -1, -2 2
  - dim: ppk, 2, -1 0
  - dim: rvm, -2, -2 6
  - dim: pzv, 0, 2 2
  - dim: lns, -1, 0 -2
방정식:
  - q1 rzk pzv 2 힘 ...의 zrv -1 힘 ...의 divided ...로써 pzv 2 힘 ...의 zrv 1 힘 ...의 곱하기 mlv 곱하기 더하기 같다
  - q2 knv ppk -1 힘 ...의 lns 2 힘 ...의 divided ...로써 같다
  - q3 rvm zrv 2 힘 ...의 pzv 1 힘 ...의 곱하기 zrv 2 힘 ...의 pzv -1 힘 ...의 divided ...로써 mlv 곱하기 더하기 같다
  - q4 nss pzv -1 힘 ...의 ppk 2 힘 ...의 divided ...로써 pzv -1 힘 ...의 ppk -2 힘 ...의 곱하기 mlv 곱하기 더하기 같다
dimensionally 불가능하다 무엇?

Base dimensions: masa; length; denbora.
Dimensions:
  - dim: nss, -4, 0 eta -2
  - dim: knv, 0, 1 eta 4
  - dim: rzk, -1, 4 eta 6
  - dim: mlv, 0, 0 eta 0
  - dim: zrv, -1, -2 eta 2
  - dim: ppk, 2, -1 eta 0
  - dim: rvm, -2, -2 eta 6
  - dim: pzv, 0, 2 eta 2
  - dim: lns, -1, 0 eta -2
Ekuazio:
  - q1 rzk pzv 2 power of zrv -1 power of divided by pzv 2 power of zrv 1 power of bider mlv bider gehi berdin
  - q2 knv ppk -1 power of lns 2 power of divided by berdin
  - q3 rvm zrv 2 power of pzv 1 power of bider zrv 2 power of pzv -1 power of divided by mlv bider gehi berdin
  - q4 nss pzv -1 power of ppk 2 power of divided by pzv -1 power of ppk -2 power of bider mlv bider gehi berdin
Dimensionally impossible zer?

Base dimensions: mass; ᏂᎦᏅᎯᏒ; ᎠᎵᏱᎵᏒ.
ᏂᎦᏅᎯᏒ:
  - dim: nss, -4, 0 ᎠᎴ -2
  - dim: knv, 0, 1 ᎠᎴ 4
  - dim: rzk, -1, 4 ᎠᎴ 6
  - dim: mlv, 0, 0 ᎠᎴ 0
  - dim: zrv, -1, -2 ᎠᎴ 2
  - dim: ppk, 2, -1 ᎠᎴ 0
  - dim: rvm, -2, -2 ᎠᎴ 6
  - dim: pzv, 0, 2 ᎠᎴ 2
  - dim: lns, -1, 0 ᎠᎴ -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
What dimensionally impossible?

Base dimensions: mass; karu kay; pacha.
Dimensions:
  - dim: nss, -4, 0 -2
  - dim: knv, 0, 1 4
  - dim: rzk, -1, 4 6
  - dim: mlv, 0, 0 0
  - dim: zrv, -1, -2 2
  - dim: ppk, 2, -1 0
  - dim: rvm, -2, -2 6
  - dim: pzv, 0, 2 2
  - dim: lns, -1, 0 -2
Paqtachani:
  - q1 rzk paqta pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv paqta ppk power of -1 divided by lns power of 2
  - q3 rvm paqta zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss paqta pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
Dimensionally impossible what?

Base dimensions: mass; length; гъо.
Dimensions:
  - dim: nss, -4, 0 ыкӏи -2
  - dim: knv, 0, 1 ыкӏи 4
  - dim: rzk, -1, 4 ыкӏи 6
  - dim: mlv, 0, 0 ыкӏи 0
  - dim: zrv, -1, -2 ыкӏи 2
  - dim: ppk, 2, -1 ыкӏи 0
  - dim: rvm, -2, -2 ыкӏи 6
  - dim: pzv, 0, 2 ыкӏи 2
  - dim: lns, -1, 0 ыкӏи -2
Equations:
  - q1 rzk pzv 2 power of zrv -1 power of divided by pzv 2 power of zrv 1 power of times mlv times plus equal
  - q2 knv ppk -1 power of lns 2 power of divided by equal
  - q3 rvm zrv 2 power of pzv 1 power of times zrv 2 power of pzv -1 power of divided by mlv times plus equal
  - q4 nss pzv -1 power of ppk 2 power of divided by pzv -1 power of ppk -2 power of times mlv times plus equal
Dimensionally impossible сыд?

Base dimensions: mass; length; sijhawm.
Dimensions:
  - dim: nss, -4, 0 thiab -2
  - dim: knv, 0, 1 thiab 4
  - dim: rzk, -1, 4 thiab 6
  - dim: mlv, 0, 0 thiab 0
  - dim: zrv, -1, -2 thiab 2
  - dim: ppk, 2, -1 thiab 0
  - dim: rvm, -2, -2 thiab 6
  - dim: pzv, 0, 2 thiab 2
  - dim: lns, -1, 0 thiab -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nss, -4, 0 -2
  - dim: knv, 0, 1 4
  - dim: rzk, -1, 4 6
  - dim: mlv, 0, 0 0
  - dim: zrv, -1, -2 2
  - dim: ppk, 2, -1 0
  - dim: rvm, -2, -2 6
  - dim: pzv, 0, 2 2
  - dim: lns, -1, 0 -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
Dimensionally impossible ining-jak?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nss, -4, 0 micha' -2
  - dim: knv, 0, 1 micha' 4
  - dim: rzk, -1, 4 micha' 6
  - dim: mlv, 0, 0 micha' 0
  - dim: zrv, -1, -2 micha' 2
  - dim: ppk, 2, -1 micha' 0
  - dim: rvm, -2, -2 micha' 6
  - dim: pzv, 0, 2 micha' 2
  - dim: lns, -1, 0 micha' -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
Dimensionally impossible nanta?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nss, -4, 0 カ -2
  - dim: knv, 0, 1 カ 4
  - dim: rzk, -1, 4 カ 6
  - dim: mlv, 0, 0 カ 0
  - dim: zrv, -1, -2 カ 2
  - dim: ppk, 2, -1 カ 0
  - dim: rvm, -2, -2 カ 6
  - dim: pzv, 0, 2 カ 2
  - dim: lns, -1, 0 カ -2
Equations:
  - q1 rzk pzv 2 power of zrv -1 power of divided by pzv 2 power of zrv 1 power of times mlv times plus equal
  - q2 knv ppk -1 power of lns 2 power of divided by equal
  - q3 rvm zrv 2 power of pzv 1 power of times zrv 2 power of pzv -1 power of divided by mlv times plus equal
  - q4 nss pzv -1 power of ppk 2 power of divided by pzv -1 power of ppk -2 power of times mlv times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nss, -4, 0 ынкъам -2
  - dim: knv, 0, 1 ынкъам 4
  - dim: rzk, -1, 4 ынкъам 6
  - dim: mlv, 0, 0 ынкъам 0
  - dim: zrv, -1, -2 ынкъам 2
  - dim: ppk, 2, -1 ынкъам 0
  - dim: rvm, -2, -2 ынкъам 6
  - dim: pzv, 0, 2 ынкъам 2
  - dim: lns, -1, 0 ынкъам -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
Dimensionally impossible what?

Base dimensions: mass; chowakil; k’iin.
Dimensions:
  - dim: nss, -4, 0 yéetel -2
  - dim: knv, 0, 1 yéetel 4
  - dim: rzk, -1, 4 yéetel 6
  - dim: mlv, 0, 0 yéetel 0
  - dim: zrv, -1, -2 yéetel 2
  - dim: ppk, 2, -1 yéetel 0
  - dim: rvm, -2, -2 yéetel 6
  - dim: pzv, 0, 2 yéetel 2
  - dim: lns, -1, 0 yéetel -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
Dimensionally impossible what?

Base dimensions: mę̀soʼóna; length; time.
Dimensions:
  - dim: nss, -4, 0 -2
  - dim: knv, 0, 1 4
  - dim: rzk, -1, 4 6
  - dim: mlv, 0, 0 0
  - dim: zrv, -1, -2 2
  - dim: ppk, 2, -1 0
  - dim: rvm, -2, -2 6
  - dim: pzv, 0, 2 2
  - dim: lns, -1, 0 -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
Dimensionally impossible híli?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nss, -4, 0 na -2
  - dim: knv, 0, 1 na 4
  - dim: rzk, -1, 4 na 6
  - dim: mlv, 0, 0 na 0
  - dim: zrv, -1, -2 na 2
  - dim: ppk, 2, -1 na 0
  - dim: rvm, -2, -2 na 6
  - dim: pzv, 0, 2 na 2
  - dim: lns, -1, 0 na -2
Equations:
  - q1 rzk pzv 2 power of zrv -1 power of divided by pzv 2 power of zrv 1 power of times mlv times plus equal
  - q2 knv ppk -1 power of lns 2 power of divided by equal
  - q3 rvm zrv 2 power of pzv 1 power of times zrv 2 power of pzv -1 power of divided by mlv times plus equal
  - q4 nss pzv -1 power of ppk 2 power of divided by pzv -1 power of ppk -2 power of times mlv times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; ára.
Dimensions:
  - dim: nss, -4, 0 -2
  - dim: knv, 0, 1 4
  - dim: rzk, -1, 4 6
  - dim: mlv, 0, 0 0
  - dim: zrv, -1, -2 2
  - dim: ppk, 2, -1 0
  - dim: rvm, -2, -2 6
  - dim: pzv, 0, 2 2
  - dim: lns, -1, 0 -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
Dimensionally impossible what?

Base dimensions: mass; length; pacha.
Dimensions:
  - dim: nss, -4, 0 -2
  - dim: knv, 0, 1 4
  - dim: rzk, -1, 4 6
  - dim: mlv, 0, 0 0
  - dim: zrv, -1, -2 2
  - dim: ppk, 2, -1 0
  - dim: rvm, -2, -2 6
  - dim: pzv, 0, 2 2
  - dim: lns, -1, 0 -2
Equations:
  - q1 rzk pzv 2 power of zrv -1 power of divided by pzv 2 power of zrv 1 power of times mlv times plus equal
  - q2 knv ppk -1 power of lns 2 power of divided by equal
  - q3 rvm zrv 2 power of pzv 1 power of times zrv 2 power of pzv -1 power of divided by mlv times plus equal
  - q4 nss pzv -1 power of ppk 2 power of divided by pzv -1 power of ppk -2 power of times mlv times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; nàa kòo.
Dimensions:
  - dim: nss, -4, 0 ǂʻá -2
  - dim: knv, 0, 1 ǂʻá 4
  - dim: rzk, -1, 4 ǂʻá 6
  - dim: mlv, 0, 0 ǂʻá 0
  - dim: zrv, -1, -2 ǂʻá 2
  - dim: ppk, 2, -1 ǂʻá 0
  - dim: rvm, -2, -2 ǂʻá 6
  - dim: pzv, 0, 2 ǂʻá 2
  - dim: lns, -1, 0 ǂʻá -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
Dimensionally impossible what?

Base dimensions: mass; length; ыр.
Dimensions:
  - dim: nss, -4, 0 -2
  - dim: knv, 0, 1 4
  - dim: rzk, -1, 4 6
  - dim: mlv, 0, 0 0
  - dim: zrv, -1, -2 2
  - dim: ppk, 2, -1 0
  - dim: rvm, -2, -2 6
  - dim: pzv, 0, 2 2
  - dim: lns, -1, 0 -2
Equations:
  - q1 rzk pzv 2 power of zrv -1 power of divided by pzv 2 power of zrv 1 power of times mlv times plus equal
  - q2 knv ppk -1 power of lns 2 power of divided by equal
  - q3 rvm zrv 2 power of pzv 1 power of times zrv 2 power of pzv -1 power of divided by mlv times plus equal
  - q4 nss pzv -1 power of ppk 2 power of divided by pzv -1 power of ppk -2 power of times mlv times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nss, -4, 0 -2
  - dim: knv, 0, 1 4
  - dim: rzk, -1, 4 6
  - dim: mlv, 0, 0 0
  - dim: zrv, -1, -2 2
  - dim: ppk, 2, -1 0
  - dim: rvm, -2, -2 6
  - dim: pzv, 0, 2 2
  - dim: lns, -1, 0 -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nss, -4, 0 -2
  - dim: knv, 0, 1 4
  - dim: rzk, -1, 4 6
  - dim: mlv, 0, 0 0
  - dim: zrv, -1, -2 2
  - dim: ppk, 2, -1 0
  - dim: rvm, -2, -2 6
  - dim: pzv, 0, 2 2
  - dim: lns, -1, 0 -2
Equations:
  - q1 rzk pzv 2 power of zrv -1 power of divided by pzv 2 power of zrv 1 power of times mlv times plus equal
  - q2 knv ppk -1 power of lns 2 power of divided by equal
  - q3 rvm zrv 2 power of pzv 1 power of times zrv 2 power of pzv -1 power of divided by mlv times plus equal
  - q4 nss pzv -1 power of ppk 2 power of divided by pzv -1 power of ppk -2 power of times mlv times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nss, -4, 0 -2
  - dim: knv, 0, 1 4
  - dim: rzk, -1, 4 6
  - dim: mlv, 0, 0 0
  - dim: zrv, -1, -2 2
  - dim: ppk, 2, -1 0
  - dim: rvm, -2, -2 6
  - dim: pzv, 0, 2 2
  - dim: lns, -1, 0 -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
Dimensionally impossible what?

Base dimensions: mass; length; kawit.
Dimensions:
  - dim: nss, -4, 0 -2
  - dim: knv, 0, 1 4
  - dim: rzk, -1, 4 6
  - dim: mlv, 0, 0 0
  - dim: zrv, -1, -2 2
  - dim: ppk, 2, -1 0
  - dim: rvm, -2, -2 6
  - dim: pzv, 0, 2 2
  - dim: lns, -1, 0 -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
Dimensionally impossible tay?

Base dimensions : masse ; longueur ; temps.
Dimensions :
  - tamisé: nss, -4, 0 et -2
  - tamisé: knv, 0, 1 et 4
  - tamisé: rzk, -1, 4 et 6
  - tamisé: mlv, 0, 0 et 0
  - tamisé: zrv, -1, -2 et 2
  - tamisé: ppk, 2, -1 et 0
  - tamisé: rvm, -2, -2 et 6
  - tamisé: pzv, 0, 2 et 2
  - tamisé: lns, -1, 0 et -2
Équations :
  - q1 rzk égaler à pzv pouvoir de 2 divided par zrv pouvoir de -1 plus pzv pouvoir de 2 fois zrv pouvoir de 1 fois mlv
  - q2 knv égaler à ppk pouvoir de -1 divided par lns pouvoir de 2
  - q3 rvm égaler à zrv pouvoir de 2 fois pzv pouvoir de 1 plus zrv pouvoir de 2 divided par pzv pouvoir de -1 fois mlv
  - q4 nss égaler à pzv pouvoir de -1 divided par ppk pouvoir de 2 plus pzv pouvoir de -1 fois ppk pouvoir de -2 fois mlv
Quoi dimensionally impossible ?

Fundo dimensio: amaso; longo; tempo.
Dimensio:
  - dim: nss, -4, 0 kaj -2
  - dim: knv, 0, 1 kaj 4
  - dim: rzk, -1, 4 kaj 6
  - dim: mlv, 0, 0 kaj 0
  - dim: zrv, -1, -2 kaj 2
  - dim: ppk, 2, -1 kaj 0
  - dim: rvm, -2, -2 kaj 6
  - dim: pzv, 0, 2 kaj 2
  - dim: lns, -1, 0 kaj -2
Ekvacio:
  - q1 rzk egali pzv potenco de 2 dividita per zrv potenco de -1 plus pzv potenco de 2 times zrv potenco de 1 times mlv
  - q2 knv egali ppk potenco de -1 dividita per lns potenco de 2
  - q3 rvm egali zrv potenco de 2 times pzv potenco de 1 plus zrv potenco de 2 dividita per pzv potenco de -1 times mlv
  - q4 nss egali pzv potenco de -1 dividita per ppk potenco de 2 plus pzv potenco de -1 times ppk potenco de -2 times mlv
Dimensionally neebla kio?

Base dimensions: tömeg; hossz; idő.
Dimensions:
  - fénytelen: nss, -4, 0 és -2
  - fénytelen: knv, 0, 1 és 4
  - fénytelen: rzk, -1, 4 és 6
  - fénytelen: mlv, 0, 0 és 0
  - fénytelen: zrv, -1, -2 és 2
  - fénytelen: ppk, 2, -1 és 0
  - fénytelen: rvm, -2, -2 és 6
  - fénytelen: pzv, 0, 2 és 2
  - fénytelen: lns, -1, 0 és -2
Egyenletek:
  - q1 rzk egyenlő pzv hatalom of 2 divided által zrv hatalom of -1 meg pzv hatalom of 2 times zrv hatalom of 1 times mlv
  - q2 knv egyenlő ppk hatalom of -1 divided által lns hatalom of 2
  - q3 rvm egyenlő zrv hatalom of 2 times pzv hatalom of 1 meg zrv hatalom of 2 divided által pzv hatalom of -1 times mlv
  - q4 nss egyenlő pzv hatalom of -1 divided által ppk hatalom of 2 meg pzv hatalom of -1 times ppk hatalom of -2 times mlv
Dimensionally lehetetlen melyik?

base dimensions:mass; 長度; 時間.
dimensions:
  - dim:nss, -4, 0及-2
  - dim:knv, 0, 1及4
  - dim:rzk, -1, 4及6
  - dim:mlv, 0, 0及0
  - dim:zrv, -1, -2及2
  - dim:ppk, 2, -1及0
  - dim:rvm, -2, -2及6
  - dim:pzv, 0, 2及2
  - dim:lns, -1, 0及-2
equations:
  - q1:rzk匹敵pzv電力...嘅2divided……之前zrv電力...嘅-1pluspzv電力...嘅2timeszrv電力...嘅1timesmlv
  - q2:knv匹敵ppk電力...嘅-1divided……之前lns電力...嘅2
  - q3:rvm匹敵zrv電力...嘅2timespzv電力...嘅1pluszrv電力...嘅2divided……之前pzv電力...嘅-1timesmlv
  - q4:nss匹敵pzv電力...嘅-1divided……之前ppk電力...嘅2pluspzv電力...嘅-1timesppk電力...嘅-2timesmlv
dimensionally冇可能嘅乜嘢?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nss, -4, 0 とぅ -2
  - dim: knv, 0, 1 とぅ 4
  - dim: rzk, -1, 4 とぅ 6
  - dim: mlv, 0, 0 とぅ 0
  - dim: zrv, -1, -2 とぅ 2
  - dim: ppk, 2, -1 とぅ 0
  - dim: rvm, -2, -2 とぅ 6
  - dim: pzv, 0, 2 とぅ 2
  - dim: lns, -1, 0 とぅ -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
Dimensionally impossible what?

Base dimensions: масса; ұзындық; уақыт.
Dimensions:
  - dim: nss, -4, 0 және -2
  - dim: knv, 0, 1 және 4
  - dim: rzk, -1, 4 және 6
  - dim: mlv, 0, 0 және 0
  - dim: zrv, -1, -2 және 2
  - dim: ppk, 2, -1 және 0
  - dim: rvm, -2, -2 және 6
  - dim: pzv, 0, 2 және 2
  - dim: lns, -1, 0 және -2
Теңдеу:
  - q1 rzk equal pzv билік туралы 2 divided қасында zrv билік туралы -1 plus pzv билік туралы 2 times zrv билік туралы 1 times mlv
  - q2 knv equal ppk билік туралы -1 divided қасында lns билік туралы 2
  - q3 rvm equal zrv билік туралы 2 times pzv билік туралы 1 plus zrv билік туралы 2 divided қасында pzv билік туралы -1 times mlv
  - q4 nss equal pzv билік туралы -1 divided қасында ppk билік туралы 2 plus pzv билік туралы -1 times ppk билік туралы -2 times mlv
Dimensionally impossible не?

בָּסִיס מֵמַד: מַסָּה; length; זְמָן.
מֵמַד:
  - כהה: nss, -4, 0 וְ־ -2
  - כהה: knv, 0, 1 וְ־ 4
  - כהה: rzk, -1, 4 וְ־ 6
  - כהה: mlv, 0, 0 וְ־ 0
  - כהה: zrv, -1, -2 וְ־ 2
  - כהה: ppk, 2, -1 וְ־ 0
  - כהה: rvm, -2, -2 וְ־ 6
  - כהה: pzv, 0, 2 וְ־ 2
  - כהה: lns, -1, 0 וְ־ -2
equations:
  - q1 rzk שָׁוֶה pzv חַשְׁמַל שֶׁל 2 divided על ידי zrv חַשְׁמַל שֶׁל -1 פלוס pzv חַשְׁמַל שֶׁל 2 times zrv חַשְׁמַל שֶׁל 1 times mlv
  - q2 knv שָׁוֶה ppk חַשְׁמַל שֶׁל -1 divided על ידי lns חַשְׁמַל שֶׁל 2
  - q3 rvm שָׁוֶה zrv חַשְׁמַל שֶׁל 2 times pzv חַשְׁמַל שֶׁל 1 פלוס zrv חַשְׁמַל שֶׁל 2 divided על ידי pzv חַשְׁמַל שֶׁל -1 times mlv
  - q4 nss שָׁוֶה pzv חַשְׁמַל שֶׁל -1 divided על ידי ppk חַשְׁמַל שֶׁל 2 פלוס pzv חַשְׁמַל שֶׁל -1 times ppk חַשְׁמַל שֶׁל -2 times mlv
איזה dimensionally בלתי־אפשרי?

Base dimensions: mass; length; ჟამი.
Dimensions:
  - dim: nss, -4, 0 დო -2
  - dim: knv, 0, 1 დო 4
  - dim: rzk, -1, 4 დო 6
  - dim: mlv, 0, 0 დო 0
  - dim: zrv, -1, -2 დო 2
  - dim: ppk, 2, -1 დო 0
  - dim: rvm, -2, -2 დო 6
  - dim: pzv, 0, 2 დო 2
  - dim: lns, -1, 0 დო -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
Dimensionally impossible what?

Dasar matra-matra: misa; panjang; waktu.
Matra-matra:
  - dim: nss, -4, 0 dan -2
  - dim: knv, 0, 1 dan 4
  - dim: rzk, -1, 4 dan 6
  - dim: mlv, 0, 0 dan 0
  - dim: zrv, -1, -2 dan 2
  - dim: ppk, 2, -1 dan 0
  - dim: rvm, -2, -2 dan 6
  - dim: pzv, 0, 2 dan 2
  - dim: lns, -1, 0 dan -2
Persamaan-persamaan:
  - q1 rzk sederajat pzv kekuasaan dari 2 divided kena zrv kekuasaan dari -1 plus pzv kekuasaan dari 2 kali zrv kekuasaan dari 1 kali mlv
  - q2 knv sederajat ppk kekuasaan dari -1 divided kena lns kekuasaan dari 2
  - q3 rvm sederajat zrv kekuasaan dari 2 kali pzv kekuasaan dari 1 plus zrv kekuasaan dari 2 divided kena pzv kekuasaan dari -1 kali mlv
  - q4 nss sederajat pzv kekuasaan dari -1 divided kena ppk kekuasaan dari 2 plus pzv kekuasaan dari -1 kali ppk kekuasaan dari -2 kali mlv
Dimensionally mustahil apa?

មូលដ្ឋានវិមាត្រ:ម៉ាស; ប្រវែង; កាល.
វិមាត្រ:
  - dim:nss, -4, 0នឹង-2
  - dim:knv, 0, 1នឹង4
  - dim:rzk, -1, 4នឹង6
  - dim:mlv, 0, 0នឹង0
  - dim:zrv, -1, -2នឹង2
  - dim:ppk, 2, -1នឹង0
  - dim:rvm, -2, -2នឹង6
  - dim:pzv, 0, 2នឹង2
  - dim:lns, -1, 0នឹង-2
សមីការ:
  - q1:rzkស្មើនឹងpzvអំណាចនៃ2divided byzrvអំណាចនៃ-1បូកpzvអំណាចនៃ2គុណzrvអំណាចនៃ1គុណmlv
  - q2:knvស្មើនឹងppkអំណាចនៃ-1divided bylnsអំណាចនៃ2
  - q3:rvmស្មើនឹងzrvអំណាចនៃ2គុណpzvអំណាចនៃ1បូកzrvអំណាចនៃ2divided bypzvអំណាចនៃ-1គុណmlv
  - q4:nssស្មើនឹងpzvអំណាចនៃ-1divided byppkអំណាចនៃ2បូកpzvអំណាចនៃ-1គុណppkអំណាចនៃ-2គុណmlv
dimensionallyមិនអាចទៅរួចអី?

base dimensions:ມວນ; ຄວາມຍາວ; ເວລາ.
dimensions:
  - dim:nss, -4, 0ແລະ-2
  - dim:knv, 0, 1ແລະ4
  - dim:rzk, -1, 4ແລະ6
  - dim:mlv, 0, 0ແລະ0
  - dim:zrv, -1, -2ແລະ2
  - dim:ppk, 2, -1ແລະ0
  - dim:rvm, -2, -2ແລະ6
  - dim:pzv, 0, 2ແລະ2
  - dim:lns, -1, 0ແລະ-2
ສົມຜົນ:
  - q1:rzkequalpzvອາຍາຂອງ2divided byzrvອາຍາຂອງ-1pluspzvອາຍາຂອງ2timeszrvອາຍາຂອງ1timesmlv
  - q2:knvequalppkອາຍາຂອງ-1divided bylnsອາຍາຂອງ2
  - q3:rvmequalzrvອາຍາຂອງ2timespzvອາຍາຂອງ1pluszrvອາຍາຂອງ2divided bypzvອາຍາຂອງ-1timesmlv
  - q4:nssequalpzvອາຍາຂອງ-1divided byppkອາຍາຂອງ2pluspzvອາຍາຂອງ-1timesppkອາຍາຂອງ-2timesmlv
dimensionally impossibleຫຍັງ?

base dimensions: mass; పొడవు; సంఘటన.
dimensions:
  - మసక: nss, -4, 0 మరియు -2
  - మసక: knv, 0, 1 మరియు 4
  - మసక: rzk, -1, 4 మరియు 6
  - మసక: mlv, 0, 0 మరియు 0
  - మసక: zrv, -1, -2 మరియు 2
  - మసక: ppk, 2, -1 మరియు 0
  - మసక: rvm, -2, -2 మరియు 6
  - మసక: pzv, 0, 2 మరియు 2
  - మసక: lns, -1, 0 మరియు -2
equations:
  - q1 rzk pzv 2 పలుకుబడి of zrv -1 పలుకుబడి of divided by pzv 2 పలుకుబడి of zrv 1 పలుకుబడి of times mlv times plus equal
  - q2 knv ppk -1 పలుకుబడి of lns 2 పలుకుబడి of divided by equal
  - q3 rvm zrv 2 పలుకుబడి of pzv 1 పలుకుబడి of times zrv 2 పలుకుబడి of pzv -1 పలుకుబడి of divided by mlv times plus equal
  - q4 nss pzv -1 పలుకుబడి of ppk 2 పలుకుబడి of divided by pzv -1 పలుకుబడి of ppk -2 పలుకుబడి of times mlv times plus equal
dimensionally impossible ఏమిటి?

Base dimensions: mass; length; ìgbà.
Dimensions:
  - dim: nss, -4, 0 -2
  - dim: knv, 0, 1 4
  - dim: rzk, -1, 4 6
  - dim: mlv, 0, 0 0
  - dim: zrv, -1, -2 2
  - dim: ppk, 2, -1 0
  - dim: rvm, -2, -2 6
  - dim: pzv, 0, 2 2
  - dim: lns, -1, 0 -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
What dimensionally impossible?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nss, -4, 0 -2
  - dim: knv, 0, 1 4
  - dim: rzk, -1, 4 6
  - dim: mlv, 0, 0 0
  - dim: zrv, -1, -2 2
  - dim: ppk, 2, -1 0
  - dim: rvm, -2, -2 6
  - dim: pzv, 0, 2 2
  - dim: lns, -1, 0 -2
Equations:
  - q1 rzk pzv 2 power of zrv -1 power of divided by pzv 2 power of zrv 1 power of times mlv times plus equal
  - q2 knv ppk -1 power of lns 2 power of divided by equal
  - q3 rvm zrv 2 power of pzv 1 power of times zrv 2 power of pzv -1 power of divided by mlv times plus equal
  - q4 nss pzv -1 power of ppk 2 power of divided by pzv -1 power of ppk -2 power of times mlv times plus equal
Dimensionally impossible what?

base dimensions: mass; length; time.
dimensions:
  - dim: nss, -4, 0 -2
  - dim: knv, 0, 1 4
  - dim: rzk, -1, 4 6
  - dim: mlv, 0, 0 0
  - dim: zrv, -1, -2 2
  - dim: ppk, 2, -1 0
  - dim: rvm, -2, -2 6
  - dim: pzv, 0, 2 2
  - dim: lns, -1, 0 -2
equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
dimensionally impossible what?

Base dimensions: mass; langa; time.
Dimensions:
  - dim: nss, -4, 0 -2
  - dim: knv, 0, 1 4
  - dim: rzk, -1, 4 6
  - dim: mlv, 0, 0 0
  - dim: zrv, -1, -2 2
  - dim: ppk, 2, -1 0
  - dim: rvm, -2, -2 6
  - dim: pzv, 0, 2 2
  - dim: lns, -1, 0 -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nss, -4, 0 -2
  - dim: knv, 0, 1 4
  - dim: rzk, -1, 4 6
  - dim: mlv, 0, 0 0
  - dim: zrv, -1, -2 2
  - dim: ppk, 2, -1 0
  - dim: rvm, -2, -2 6
  - dim: pzv, 0, 2 2
  - dim: lns, -1, 0 -2
Equations:
  - q1 rzk equal pzv power of 2 divided by zrv power of -1 plus pzv power of 2 times zrv power of 1 times mlv
  - q2 knv equal ppk power of -1 divided by lns power of 2
  - q3 rvm equal zrv power of 2 times pzv power of 1 plus zrv power of 2 divided by pzv power of -1 times mlv
  - q4 nss equal pzv power of -1 divided by ppk power of 2 plus pzv power of -1 times ppk power of -2 times mlv
Dimensionally impossible what?

Base dimensions: mass; length; вахт.
Dimensions:
  - dim: nss, -4, 0 -2
  - dim: knv, 0, 1 4
  - dim: rzk, -1, 4 6
  - dim: mlv, 0, 0 0
  - dim: zrv, -1, -2 2
  - dim: ppk, 2, -1 0
  - dim: rvm, -2, -2 6
  - dim: pzv, 0, 2 2
  - dim: lns, -1, 0 -2
Equations:
  - q1 rzk pzv 2 power of zrv -1 power of divided by pzv 2 power of zrv 1 power of times mlv times plus equal
  - q2 knv ppk -1 power of lns 2 power of divided by equal
  - q3 rvm zrv 2 power of pzv 1 power of times zrv 2 power of pzv -1 power of divided by mlv times plus equal
  - q4 nss pzv -1 power of ppk 2 power of divided by pzv -1 power of ppk -2 power of times mlv times plus equal
Dimensionally impossible вуч?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rpr, -2, 0 and 3
  - dim: vvp, 0, -1 and 2
  - dim: kkr, 0, 0 and 0
  - dim: rsl, -2, 4 and -6
  - dim: rpn, 2, -4 and 0
  - dim: prm, 2, 0 and -3
  - dim: smv, -2, 0 and -2
  - dim: zmv, 2, -2 and 1
  - dim: tnm, -2, 1 and 1
Equations:
  - q1 rpr equals zmv to the power -1 times vvp to the power 2 plus zmv to the power -1 divided by vvp to the power -2 times kkr
  - q2 rpn equals zmv to the power 2 divided by smv to the power -1
  - q3 prm equals zmv to the power 1 divided by vvp to the power 2
  - q4 rsl equals smv to the power 1 divided by vvp to the power 2
What is the dimensionally impossible?

Las dimensiones básicas son: masa; longitud; tiempo.
Las dimensiones son:
  - las dimensiones de: rpr, -2, 0 y 3
  - las dimensiones de: vvp, 0, -1 y 2
  - las dimensiones de: kkr, 0, 0 y 0
  - las dimensiones de: rsl, -2, 4 y -6
  - las dimensiones de: rpn, 2, -4 y 0
  - las dimensiones de: prm, 2, 0 y -3
  - las dimensiones de: smv, -2, 0 y -2
  - las dimensiones de: zmv, 2, -2 y 1
  - las dimensiones de: tnm, -2, 1 y 1
Las ecuaciones son:
  - q1: rpr es igual a zmv elevado a -1 por vvp elevado a 2 más zmv elevado a -1 dividido por vvp elevado a -2 por kkr
  - q2: rpn es igual a zmv elevado a 2 dividido por smv elevado a -1
  - q3: prm es igual a zmv elevado a 1 dividido por vvp elevado a 2
  - q4: rsl es igual a smv elevado a 1 dividido por vvp elevado a 2
¿Qué dimensionally impossible?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：rpr、-2、0和3
  - 的量纲是：vvp、0、-1和2
  - 的量纲是：kkr、0、0和0
  - 的量纲是：rsl、-2、4和-6
  - 的量纲是：rpn、2、-4和0
  - 的量纲是：prm、2、0和-3
  - 的量纲是：smv、-2、0和-2
  - 的量纲是：zmv、2、-2和1
  - 的量纲是：tnm、-2、1和1
方程如下：q1：rpr等于zmv的次方是-1乘以vvp的次方是2加zmv的次方是-1除以vvp的次方是-2乘以kkr；q2：rpn等于zmv的次方是2除以smv的次方是-1；q3：prm等于zmv的次方是1除以vvp的次方是2；q4：rsl等于smv的次方是1除以vvp的次方是2。
dimensionally impossible什么？

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: rpr, -2, 0 ve 3
  - dim: vvp, 0, -1 ve 2
  - dim: kkr, 0, 0 ve 0
  - dim: rsl, -2, 4 ve -6
  - dim: rpn, 2, -4 ve 0
  - dim: prm, 2, 0 ve -3
  - dim: smv, -2, 0 ve -2
  - dim: zmv, 2, -2 ve 1
  - dim: tnm, -2, 1 ve 1
Equations:
  - q1: rpr zmv -1 power vvp 2 power çarpı zmv -1 power vvp -2 power bölü kkr çarpı artı eşittir
  - q2: rpn zmv 2 power smv -1 power bölü eşittir
  - q3: prm zmv 1 power vvp 2 power bölü eşittir
  - q4: rsl smv 1 power vvp 2 power bölü eşittir
Dimensionally impossible ne?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: rpr, -2, 0 na 3
  - dim: vvp, 0, -1 na 2
  - dim: kkr, 0, 0 na 0
  - dim: rsl, -2, 4 na -6
  - dim: rpn, 2, -4 na 0
  - dim: prm, 2, 0 na -3
  - dim: smv, -2, 0 na -2
  - dim: zmv, 2, -2 na 1
  - dim: tnm, -2, 1 na 1
Equations:
  - q1: rpr ni sawa na zmv power ya -1 times vvp power ya 2 plus zmv power ya -1 divided by vvp power ya -2 times kkr
  - q2: rpn ni sawa na zmv power ya 2 divided by smv power ya -1
  - q3: prm ni sawa na zmv power ya 1 divided by vvp power ya 2
  - q4: rsl ni sawa na smv power ya 1 divided by vvp power ya 2
Dimensionally impossible nini?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rpr, -2, 0 and 3
  - dim: vvp, 0, -1 and 2
  - dim: kkr, 0, 0 and 0
  - dim: rsl, -2, 4 and -6
  - dim: rpn, 2, -4 and 0
  - dim: prm, 2, 0 and -3
  - dim: smv, -2, 0 and -2
  - dim: zmv, 2, -2 and 1
  - dim: tnm, -2, 1 and 1
Equations:
  - q1 rpr equals zmv to the power -1 times vvp to the power 2 plus zmv to the power -1 divided by vvp to the power -2 times kkr
  - q2 rpn equals zmv to the power 2 divided by smv to the power -1
  - q3 prm equals zmv to the power 1 divided by vvp to the power 2
  - q4 rsl equals smv to the power 1 divided by vvp to the power 2
What is the dimensionally impossible?

{base_dimensions: [mass length time], dimensions: [(dim rpr -2 0 3) (dim vvp 0 -1 2) (dim kkr 0 0 0) (dim rsl -2 4 -6) (dim rpn 2 -4 0) (dim prm 2 0 -3) (dim smv -2 0 -2) (dim zmv 2 -2 1) (dim tnm -2 1 1)], equations: [(equation q1 (eq rpr (add (mul (pow zmv -1) (pow vvp 2)) (mul (div (pow zmv -1) (pow vvp -2)) kkr)))) (equation q2 (eq rpn (div (pow zmv 2) (pow smv -1)))) (equation q3 (eq prm (div (pow zmv 1) (pow vvp 2)))) (equation q4 (eq rsl (div (pow smv 1) (pow vvp 2))))], query: dimensionally_impossible}

Basis Dimensionen: Masse; Länge; Zeit.
Dimensionen:
  - dämmerig: rpr, -2, 0 und 3
  - dämmerig: vvp, 0, -1 und 2
  - dämmerig: kkr, 0, 0 und 0
  - dämmerig: rsl, -2, 4 und -6
  - dämmerig: rpn, 2, -4 und 0
  - dämmerig: prm, 2, 0 und -3
  - dämmerig: smv, -2, 0 und -2
  - dämmerig: zmv, 2, -2 und 1
  - dämmerig: tnm, -2, 1 und 1
Gleichungen:
  - q1 rpr gleichen zmv Macht aus -1 mal vvp Macht aus 2 plus zmv Macht aus -1 geteilt mit vvp Macht aus -2 mal kkr
  - q2 rpn gleichen zmv Macht aus 2 geteilt mit smv Macht aus -1
  - q3 prm gleichen zmv Macht aus 1 geteilt mit vvp Macht aus 2
  - q4 rsl gleichen smv Macht aus 1 geteilt mit vvp Macht aus 2
Was dimensionally unmöglich?

Base dimensions: маса; дужина; вре́ме.
Dimensions:
  - dim: rpr, -2, 0 и 3
  - dim: vvp, 0, -1 и 2
  - dim: kkr, 0, 0 и 0
  - dim: rsl, -2, 4 и -6
  - dim: rpn, 2, -4 и 0
  - dim: prm, 2, 0 и -3
  - dim: smv, -2, 0 и -2
  - dim: zmv, 2, -2 и 1
  - dim: tnm, -2, 1 и 1
Једна̀чина:
  - q1 rpr је̏дна̄к zmv вла̑ст od -1 times vvp вла̑ст od 2 plus zmv вла̑ст od -1 divided by vvp вла̑ст od -2 times kkr
  - q2 rpn је̏дна̄к zmv вла̑ст od 2 divided by smv вла̑ст od -1
  - q3 prm је̏дна̄к zmv вла̑ст od 1 divided by vvp вла̑ст od 2
  - q4 rsl је̏дна̄к smv вла̑ст od 1 divided by vvp вла̑ст od 2
Dimensionally немогућ kakav?

Perustus mitat: massa; pituus; aika.
Mitat:
  - himmeä: rpr, -2, 0 ja 3
  - himmeä: vvp, 0, -1 ja 2
  - himmeä: kkr, 0, 0 ja 0
  - himmeä: rsl, -2, 4 ja -6
  - himmeä: rpn, 2, -4 ja 0
  - himmeä: prm, 2, 0 ja -3
  - himmeä: smv, -2, 0 ja -2
  - himmeä: zmv, 2, -2 ja 1
  - himmeä: tnm, -2, 1 ja 1
Yhtälöt:
  - q1 rpr sama zmv valta vaille -1 kertaa vvp valta vaille 2 plus zmv valta vaille -1 jaettu kautta vvp valta vaille -2 kertaa kkr
  - q2 rpn sama zmv valta vaille 2 jaettu kautta smv valta vaille -1
  - q3 prm sama zmv valta vaille 1 jaettu kautta vvp valta vaille 2
  - q4 rsl sama smv valta vaille 1 jaettu kautta vvp valta vaille 2
Mikä dimensionally mahdoton?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：rpr、-2、0和3
  - 的量纲是：vvp、0、-1和2
  - 的量纲是：kkr、0、0和0
  - 的量纲是：rsl、-2、4和-6
  - 的量纲是：rpn、2、-4和0
  - 的量纲是：prm、2、0和-3
  - 的量纲是：smv、-2、0和-2
  - 的量纲是：zmv、2、-2和1
  - 的量纲是：tnm、-2、1和1
方程如下：q1：rpr等于zmv的次方是-1乘以vvp的次方是2加zmv的次方是-1除以vvp的次方是-2乘以kkr；q2：rpn等于zmv的次方是2除以smv的次方是-1；q3：prm等于zmv的次方是1除以vvp的次方是2；q4：rsl等于smv的次方是1除以vvp的次方是2。
dimensionally impossible什么？

基礎面積:質量; 長さ; 時間.
面積:
  - 薄暗い:rpr, -2, 0と3
  - 薄暗い:vvp, 0, -1と2
  - 薄暗い:kkr, 0, 0と0
  - 薄暗い:rsl, -2, 4と-6
  - 薄暗い:rpn, 2, -4と0
  - 薄暗い:prm, 2, 0と-3
  - 薄暗い:smv, -2, 0と-2
  - 薄暗い:zmv, 2, -2と1
  - 薄暗い:tnm, -2, 1と1
方程式:q1:rprzmv-1力の中のvvp2力の中の掛けるzmv-1力の中のvvp-2力の中の分かれた…でkkr掛ける足す等しい; q2:rpnzmv2力の中のsmv-1力の中の分かれた…で等しい; q3:prmzmv1力の中のvvp2力の中の分かれた…で等しい; q4:rslsmv1力の中のvvp2力の中の分かれた…で等しい.
dimensionally不可能な何と?

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: rpr, -2, 0 ve 3
  - dim: vvp, 0, -1 ve 2
  - dim: kkr, 0, 0 ve 0
  - dim: rsl, -2, 4 ve -6
  - dim: rpn, 2, -4 ve 0
  - dim: prm, 2, 0 ve -3
  - dim: smv, -2, 0 ve -2
  - dim: zmv, 2, -2 ve 1
  - dim: tnm, -2, 1 ve 1
Equations:
  - q1: rpr zmv -1 power vvp 2 power çarpı zmv -1 power vvp -2 power bölü kkr çarpı artı eşittir
  - q2: rpn zmv 2 power smv -1 power bölü eşittir
  - q3: prm zmv 1 power vvp 2 power bölü eşittir
  - q4: rsl smv 1 power vvp 2 power bölü eşittir
Dimensionally impossible ne?

أَسَاس بُعْد: كُتْلَة؛ طُول؛ زَمَان.
بُعْد:
  - dim: rpr، -2، 0 وَـ 3
  - dim: vvp، 0، -1 وَـ 2
  - dim: kkr، 0، 0 وَـ 0
  - dim: rsl، -2، 4 وَـ -6
  - dim: rpn، 2، -4 وَـ 0
  - dim: prm، 2، 0 وَـ -3
  - dim: smv، -2، 0 وَـ -2
  - dim: zmv، 2، -2 وَـ 1
  - dim: tnm، -2، 1 وَـ 1
مُعَادَلَة:
  - q1 equal rpr زَائِد فِي قُوَّة مِنْ zmv -1 قُوَّة مِنْ vvp 2 فِي divided بِـ قُوَّة مِنْ zmv -1 قُوَّة مِنْ vvp -2 kkr
  - q2 equal rpn divided بِـ قُوَّة مِنْ zmv 2 قُوَّة مِنْ smv -1
  - q3 equal prm divided بِـ قُوَّة مِنْ zmv 1 قُوَّة مِنْ vvp 2
  - q4 equal rsl divided بِـ قُوَّة مِنْ smv 1 قُوَّة مِنْ vvp 2
dimensionally مُسْتَحِيل مَاذَا؟

Საფუძველი სიდიდეები: მასა; length; დრო.
Სიდიდეები:
  - dim: rpr, -2, 0 და 3
  - dim: vvp, 0, -1 და 2
  - dim: kkr, 0, 0 და 0
  - dim: rsl, -2, 4 და -6
  - dim: rpn, 2, -4 და 0
  - dim: prm, 2, 0 და -3
  - dim: smv, -2, 0 და -2
  - dim: zmv, 2, -2 და 1
  - dim: tnm, -2, 1 და 1
Equations:
  - q1 rpr zmv -1 ძალაუფლება of vvp 2 ძალაუფლება of times zmv -1 ძალაუფლება of vvp -2 ძალაუფლება of divided by kkr times plus თანასწორი
  - q2 rpn zmv 2 ძალაუფლება of smv -1 ძალაუფლება of divided by თანასწორი
  - q3 prm zmv 1 ძალაუფლება of vvp 2 ძალაუფლება of divided by თანასწორი
  - q4 rsl smv 1 ძალაუფლება of vvp 2 ძალაუფლება of divided by თანასწორი
Dimensionally შეუძლებელი რა?

Base dimensions: papatipu; roa; wā.
Dimensions:
  - pongipongi: rpr, -2, 0 me 3
  - pongipongi: vvp, 0, -1 me 2
  - pongipongi: kkr, 0, 0 me 0
  - pongipongi: rsl, -2, 4 me -6
  - pongipongi: rpn, 2, -4 me 0
  - pongipongi: prm, 2, 0 me -3
  - pongipongi: smv, -2, 0 me -2
  - pongipongi: zmv, 2, -2 me 1
  - pongipongi: tnm, -2, 1 me 1
Equations:
  - q1 equal rpr ngahoro times awenga o zmv -1 awenga o vvp 2 times divided nā awenga o zmv -1 awenga o vvp -2 kkr
  - q2 equal rpn divided nā awenga o zmv 2 awenga o smv -1
  - q3 equal prm divided nā awenga o zmv 1 awenga o vvp 2
  - q4 equal rsl divided nā awenga o smv 1 awenga o vvp 2
Dimensionally tē-taea unutai?

Bazơ chiều: khối lượng; chiều dài; thời gian.
Chiều:
  - mờ: rpr, -2, 0 và 3
  - mờ: vvp, 0, -1 và 2
  - mờ: kkr, 0, 0 và 0
  - mờ: rsl, -2, 4 và -6
  - mờ: rpn, 2, -4 và 0
  - mờ: prm, 2, 0 và -3
  - mờ: smv, -2, 0 và -2
  - mờ: zmv, 2, -2 và 1
  - mờ: tnm, -2, 1 và 1
Phương trình:
  - q1 rpr equal zmv quyền lực bằng -1 nhân vvp quyền lực bằng 2 cộng zmv quyền lực bằng -1 divided bằng cách vvp quyền lực bằng -2 nhân kkr
  - q2 rpn equal zmv quyền lực bằng 2 divided bằng cách smv quyền lực bằng -1
  - q3 prm equal zmv quyền lực bằng 1 divided bằng cách vvp quyền lực bằng 2
  - q4 rsl equal smv quyền lực bằng 1 divided bằng cách vvp quyền lực bằng 2
Dimensionally không thể gì?

ฐานมิติ:มวล; ความยาว; เวลา.
มิติ:
  - มัว:rpr, -2, 0และ3
  - มัว:vvp, 0, -1และ2
  - มัว:kkr, 0, 0และ0
  - มัว:rsl, -2, 4และ-6
  - มัว:rpn, 2, -4และ0
  - มัว:prm, 2, 0และ-3
  - มัว:smv, -2, 0และ-2
  - มัว:zmv, 2, -2และ1
  - มัว:tnm, -2, 1และ1
สมการ:
  - q1:rprเท่ากับzmvอำนาจของ-1คูณvvpอำนาจของ2บวกzmvอำนาจของ-1dividedโดยvvpอำนาจของ-2คูณkkr
  - q2:rpnเท่ากับzmvอำนาจของ2dividedโดยsmvอำนาจของ-1
  - q3:prmเท่ากับzmvอำนาจของ1dividedโดยvvpอำนาจของ2
  - q4:rslเท่ากับsmvอำนาจของ1dividedโดยvvpอำนาจของ2
dimensionallyเป็นไปไม่ได้อะไร?

base dimensions: mass; நீளம்; நேரம்.
dimensions:
  - மங்கலான: rpr, -2, 0 மற்றும் 3
  - மங்கலான: vvp, 0, -1 மற்றும் 2
  - மங்கலான: kkr, 0, 0 மற்றும் 0
  - மங்கலான: rsl, -2, 4 மற்றும் -6
  - மங்கலான: rpn, 2, -4 மற்றும் 0
  - மங்கலான: prm, 2, 0 மற்றும் -3
  - மங்கலான: smv, -2, 0 மற்றும் -2
  - மங்கலான: zmv, 2, -2 மற்றும் 1
  - மங்கலான: tnm, -2, 1 மற்றும் 1
சமன்பாடு:
  - q1 rpr zmv -1 கரண்ட் கொண்ட vvp 2 கரண்ட் கொண்ட times zmv -1 கரண்ட் கொண்ட vvp -2 கரண்ட் கொண்ட divided by kkr times plus equal
  - q2 rpn zmv 2 கரண்ட் கொண்ட smv -1 கரண்ட் கொண்ட divided by equal
  - q3 prm zmv 1 கரண்ட் கொண்ட vvp 2 கரண்ட் கொண்ட divided by equal
  - q4 rsl smv 1 கரண்ட் கொண்ட vvp 2 கரண்ட் கொண்ட divided by equal
dimensionally impossible என்ன?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: rpr, -2, 0 na 3
  - dim: vvp, 0, -1 na 2
  - dim: kkr, 0, 0 na 0
  - dim: rsl, -2, 4 na -6
  - dim: rpn, 2, -4 na 0
  - dim: prm, 2, 0 na -3
  - dim: smv, -2, 0 na -2
  - dim: zmv, 2, -2 na 1
  - dim: tnm, -2, 1 na 1
Equations:
  - q1: rpr ni sawa na zmv power ya -1 times vvp power ya 2 plus zmv power ya -1 divided by vvp power ya -2 times kkr
  - q2: rpn ni sawa na zmv power ya 2 divided by smv power ya -1
  - q3: prm ni sawa na zmv power ya 1 divided by vvp power ya 2
  - q4: rsl ni sawa na smv power ya 1 divided by vvp power ya 2
Dimensionally impossible nini?

Base dimensions: mass; nineezgo; ookił.
Dimensions:
  - dim: rpr, -2, 0 dóó 3
  - dim: vvp, 0, -1 dóó 2
  - dim: kkr, 0, 0 dóó 0
  - dim: rsl, -2, 4 dóó -6
  - dim: rpn, 2, -4 dóó 0
  - dim: prm, 2, 0 dóó -3
  - dim: smv, -2, 0 dóó -2
  - dim: zmv, 2, -2 dóó 1
  - dim: tnm, -2, 1 dóó 1
Equations:
  - q1 rpr zmv -1 power of vvp 2 power of ahą́ą́h nániilyá zmv -1 power of vvp -2 power of divided by kkr ahą́ą́h nániilyá plus equal
  - q2 rpn zmv 2 power of smv -1 power of divided by equal
  - q3 prm zmv 1 power of vvp 2 power of divided by equal
  - q4 rsl smv 1 power of vvp 2 power of divided by equal
Dimensionally impossible haʼátʼíísh?

Base dimensions: mass; length; piffissaq.
Dimensions:
  - dim: rpr, -2, 0 aamma 3
  - dim: vvp, 0, -1 aamma 2
  - dim: kkr, 0, 0 aamma 0
  - dim: rsl, -2, 4 aamma -6
  - dim: rpn, 2, -4 aamma 0
  - dim: prm, 2, 0 aamma -3
  - dim: smv, -2, 0 aamma -2
  - dim: zmv, 2, -2 aamma 1
  - dim: tnm, -2, 1 aamma 1
Assigiissitaq:
  - q1 rpr zmv -1 power of vvp 2 power of times zmv -1 power of vvp -2 power of divided by kkr times plus equal
  - q2 rpn zmv 2 power of smv -1 power of divided by equal
  - q3 prm zmv 1 power of vvp 2 power of divided by equal
  - q4 rsl smv 1 power of vvp 2 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; taim.
Dimensions:
  - dim: rpr, -2, 0 na 3
  - dim: vvp, 0, -1 na 2
  - dim: kkr, 0, 0 na 0
  - dim: rsl, -2, 4 na -6
  - dim: rpn, 2, -4 na 0
  - dim: prm, 2, 0 na -3
  - dim: smv, -2, 0 na -2
  - dim: zmv, 2, -2 na 1
  - dim: tnm, -2, 1 na 1
Equations:
  - q1 rpr equal zmv power bilong -1 times vvp power bilong 2 plus zmv power bilong -1 divided by vvp power bilong -2 times kkr
  - q2 rpn equal zmv power bilong 2 divided by smv power bilong -1
  - q3 prm equal zmv power bilong 1 divided by vvp power bilong 2
  - q4 rsl equal smv power bilong 1 divided by vvp power bilong 2
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rpr, -2, 0 3
  - dim: vvp, 0, -1 2
  - dim: kkr, 0, 0 0
  - dim: rsl, -2, 4 -6
  - dim: rpn, 2, -4 0
  - dim: prm, 2, 0 -3
  - dim: smv, -2, 0 -2
  - dim: zmv, 2, -2 1
  - dim: tnm, -2, 1 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
Dimensionally impossible kwèch?

Base dimensions: mass; length; ха.
Dimensions:
  - dim: rpr, -2, 0 а 3
  - dim: vvp, 0, -1 а 2
  - dim: kkr, 0, 0 а 0
  - dim: rsl, -2, 4 а -6
  - dim: rpn, 2, -4 а 0
  - dim: prm, 2, 0 а -3
  - dim: smv, -2, 0 а -2
  - dim: zmv, 2, -2 а 1
  - dim: tnm, -2, 1 а 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
Dimensionally impossible фу?

기초 치수: 질량; 길이; 시간.
치수:
  - dim: rpr, -2, 0 3
  - dim: vvp, 0, -1 2
  - dim: kkr, 0, 0 0
  - dim: rsl, -2, 4 -6
  - dim: rpn, 2, -4 0
  - dim: prm, 2, 0 -3
  - dim: smv, -2, 0 -2
  - dim: zmv, 2, -2 1
  - dim: tnm, -2, 1 1
방정식:
  - q1 rpr zmv -1 힘 ...의 vvp 2 힘 ...의 곱하기 zmv -1 힘 ...의 vvp -2 힘 ...의 divided ...로써 kkr 곱하기 더하기 같다
  - q2 rpn zmv 2 힘 ...의 smv -1 힘 ...의 divided ...로써 같다
  - q3 prm zmv 1 힘 ...의 vvp 2 힘 ...의 divided ...로써 같다
  - q4 rsl smv 1 힘 ...의 vvp 2 힘 ...의 divided ...로써 같다
dimensionally 불가능하다 무엇?

Base dimensions: masa; length; denbora.
Dimensions:
  - dim: rpr, -2, 0 eta 3
  - dim: vvp, 0, -1 eta 2
  - dim: kkr, 0, 0 eta 0
  - dim: rsl, -2, 4 eta -6
  - dim: rpn, 2, -4 eta 0
  - dim: prm, 2, 0 eta -3
  - dim: smv, -2, 0 eta -2
  - dim: zmv, 2, -2 eta 1
  - dim: tnm, -2, 1 eta 1
Ekuazio:
  - q1 rpr zmv -1 power of vvp 2 power of bider zmv -1 power of vvp -2 power of divided by kkr bider gehi berdin
  - q2 rpn zmv 2 power of smv -1 power of divided by berdin
  - q3 prm zmv 1 power of vvp 2 power of divided by berdin
  - q4 rsl smv 1 power of vvp 2 power of divided by berdin
Dimensionally impossible zer?

Base dimensions: mass; ᏂᎦᏅᎯᏒ; ᎠᎵᏱᎵᏒ.
ᏂᎦᏅᎯᏒ:
  - dim: rpr, -2, 0 ᎠᎴ 3
  - dim: vvp, 0, -1 ᎠᎴ 2
  - dim: kkr, 0, 0 ᎠᎴ 0
  - dim: rsl, -2, 4 ᎠᎴ -6
  - dim: rpn, 2, -4 ᎠᎴ 0
  - dim: prm, 2, 0 ᎠᎴ -3
  - dim: smv, -2, 0 ᎠᎴ -2
  - dim: zmv, 2, -2 ᎠᎴ 1
  - dim: tnm, -2, 1 ᎠᎴ 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
What dimensionally impossible?

Base dimensions: mass; karu kay; pacha.
Dimensions:
  - dim: rpr, -2, 0 3
  - dim: vvp, 0, -1 2
  - dim: kkr, 0, 0 0
  - dim: rsl, -2, 4 -6
  - dim: rpn, 2, -4 0
  - dim: prm, 2, 0 -3
  - dim: smv, -2, 0 -2
  - dim: zmv, 2, -2 1
  - dim: tnm, -2, 1 1
Paqtachani:
  - q1 rpr paqta zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn paqta zmv power of 2 divided by smv power of -1
  - q3 prm paqta zmv power of 1 divided by vvp power of 2
  - q4 rsl paqta smv power of 1 divided by vvp power of 2
Dimensionally impossible what?

Base dimensions: mass; length; гъо.
Dimensions:
  - dim: rpr, -2, 0 ыкӏи 3
  - dim: vvp, 0, -1 ыкӏи 2
  - dim: kkr, 0, 0 ыкӏи 0
  - dim: rsl, -2, 4 ыкӏи -6
  - dim: rpn, 2, -4 ыкӏи 0
  - dim: prm, 2, 0 ыкӏи -3
  - dim: smv, -2, 0 ыкӏи -2
  - dim: zmv, 2, -2 ыкӏи 1
  - dim: tnm, -2, 1 ыкӏи 1
Equations:
  - q1 rpr zmv -1 power of vvp 2 power of times zmv -1 power of vvp -2 power of divided by kkr times plus equal
  - q2 rpn zmv 2 power of smv -1 power of divided by equal
  - q3 prm zmv 1 power of vvp 2 power of divided by equal
  - q4 rsl smv 1 power of vvp 2 power of divided by equal
Dimensionally impossible сыд?

Base dimensions: mass; length; sijhawm.
Dimensions:
  - dim: rpr, -2, 0 thiab 3
  - dim: vvp, 0, -1 thiab 2
  - dim: kkr, 0, 0 thiab 0
  - dim: rsl, -2, 4 thiab -6
  - dim: rpn, 2, -4 thiab 0
  - dim: prm, 2, 0 thiab -3
  - dim: smv, -2, 0 thiab -2
  - dim: zmv, 2, -2 thiab 1
  - dim: tnm, -2, 1 thiab 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rpr, -2, 0 3
  - dim: vvp, 0, -1 2
  - dim: kkr, 0, 0 0
  - dim: rsl, -2, 4 -6
  - dim: rpn, 2, -4 0
  - dim: prm, 2, 0 -3
  - dim: smv, -2, 0 -2
  - dim: zmv, 2, -2 1
  - dim: tnm, -2, 1 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
Dimensionally impossible ining-jak?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rpr, -2, 0 micha' 3
  - dim: vvp, 0, -1 micha' 2
  - dim: kkr, 0, 0 micha' 0
  - dim: rsl, -2, 4 micha' -6
  - dim: rpn, 2, -4 micha' 0
  - dim: prm, 2, 0 micha' -3
  - dim: smv, -2, 0 micha' -2
  - dim: zmv, 2, -2 micha' 1
  - dim: tnm, -2, 1 micha' 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
Dimensionally impossible nanta?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rpr, -2, 0 カ 3
  - dim: vvp, 0, -1 カ 2
  - dim: kkr, 0, 0 カ 0
  - dim: rsl, -2, 4 カ -6
  - dim: rpn, 2, -4 カ 0
  - dim: prm, 2, 0 カ -3
  - dim: smv, -2, 0 カ -2
  - dim: zmv, 2, -2 カ 1
  - dim: tnm, -2, 1 カ 1
Equations:
  - q1 rpr zmv -1 power of vvp 2 power of times zmv -1 power of vvp -2 power of divided by kkr times plus equal
  - q2 rpn zmv 2 power of smv -1 power of divided by equal
  - q3 prm zmv 1 power of vvp 2 power of divided by equal
  - q4 rsl smv 1 power of vvp 2 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rpr, -2, 0 ынкъам 3
  - dim: vvp, 0, -1 ынкъам 2
  - dim: kkr, 0, 0 ынкъам 0
  - dim: rsl, -2, 4 ынкъам -6
  - dim: rpn, 2, -4 ынкъам 0
  - dim: prm, 2, 0 ынкъам -3
  - dim: smv, -2, 0 ынкъам -2
  - dim: zmv, 2, -2 ынкъам 1
  - dim: tnm, -2, 1 ынкъам 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
Dimensionally impossible what?

Base dimensions: mass; chowakil; k’iin.
Dimensions:
  - dim: rpr, -2, 0 yéetel 3
  - dim: vvp, 0, -1 yéetel 2
  - dim: kkr, 0, 0 yéetel 0
  - dim: rsl, -2, 4 yéetel -6
  - dim: rpn, 2, -4 yéetel 0
  - dim: prm, 2, 0 yéetel -3
  - dim: smv, -2, 0 yéetel -2
  - dim: zmv, 2, -2 yéetel 1
  - dim: tnm, -2, 1 yéetel 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
Dimensionally impossible what?

Base dimensions: mę̀soʼóna; length; time.
Dimensions:
  - dim: rpr, -2, 0 3
  - dim: vvp, 0, -1 2
  - dim: kkr, 0, 0 0
  - dim: rsl, -2, 4 -6
  - dim: rpn, 2, -4 0
  - dim: prm, 2, 0 -3
  - dim: smv, -2, 0 -2
  - dim: zmv, 2, -2 1
  - dim: tnm, -2, 1 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
Dimensionally impossible híli?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rpr, -2, 0 na 3
  - dim: vvp, 0, -1 na 2
  - dim: kkr, 0, 0 na 0
  - dim: rsl, -2, 4 na -6
  - dim: rpn, 2, -4 na 0
  - dim: prm, 2, 0 na -3
  - dim: smv, -2, 0 na -2
  - dim: zmv, 2, -2 na 1
  - dim: tnm, -2, 1 na 1
Equations:
  - q1 rpr zmv -1 power of vvp 2 power of times zmv -1 power of vvp -2 power of divided by kkr times plus equal
  - q2 rpn zmv 2 power of smv -1 power of divided by equal
  - q3 prm zmv 1 power of vvp 2 power of divided by equal
  - q4 rsl smv 1 power of vvp 2 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; ára.
Dimensions:
  - dim: rpr, -2, 0 3
  - dim: vvp, 0, -1 2
  - dim: kkr, 0, 0 0
  - dim: rsl, -2, 4 -6
  - dim: rpn, 2, -4 0
  - dim: prm, 2, 0 -3
  - dim: smv, -2, 0 -2
  - dim: zmv, 2, -2 1
  - dim: tnm, -2, 1 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
Dimensionally impossible what?

Base dimensions: mass; length; pacha.
Dimensions:
  - dim: rpr, -2, 0 3
  - dim: vvp, 0, -1 2
  - dim: kkr, 0, 0 0
  - dim: rsl, -2, 4 -6
  - dim: rpn, 2, -4 0
  - dim: prm, 2, 0 -3
  - dim: smv, -2, 0 -2
  - dim: zmv, 2, -2 1
  - dim: tnm, -2, 1 1
Equations:
  - q1 rpr zmv -1 power of vvp 2 power of times zmv -1 power of vvp -2 power of divided by kkr times plus equal
  - q2 rpn zmv 2 power of smv -1 power of divided by equal
  - q3 prm zmv 1 power of vvp 2 power of divided by equal
  - q4 rsl smv 1 power of vvp 2 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; nàa kòo.
Dimensions:
  - dim: rpr, -2, 0 ǂʻá 3
  - dim: vvp, 0, -1 ǂʻá 2
  - dim: kkr, 0, 0 ǂʻá 0
  - dim: rsl, -2, 4 ǂʻá -6
  - dim: rpn, 2, -4 ǂʻá 0
  - dim: prm, 2, 0 ǂʻá -3
  - dim: smv, -2, 0 ǂʻá -2
  - dim: zmv, 2, -2 ǂʻá 1
  - dim: tnm, -2, 1 ǂʻá 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
Dimensionally impossible what?

Base dimensions: mass; length; ыр.
Dimensions:
  - dim: rpr, -2, 0 3
  - dim: vvp, 0, -1 2
  - dim: kkr, 0, 0 0
  - dim: rsl, -2, 4 -6
  - dim: rpn, 2, -4 0
  - dim: prm, 2, 0 -3
  - dim: smv, -2, 0 -2
  - dim: zmv, 2, -2 1
  - dim: tnm, -2, 1 1
Equations:
  - q1 rpr zmv -1 power of vvp 2 power of times zmv -1 power of vvp -2 power of divided by kkr times plus equal
  - q2 rpn zmv 2 power of smv -1 power of divided by equal
  - q3 prm zmv 1 power of vvp 2 power of divided by equal
  - q4 rsl smv 1 power of vvp 2 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rpr, -2, 0 3
  - dim: vvp, 0, -1 2
  - dim: kkr, 0, 0 0
  - dim: rsl, -2, 4 -6
  - dim: rpn, 2, -4 0
  - dim: prm, 2, 0 -3
  - dim: smv, -2, 0 -2
  - dim: zmv, 2, -2 1
  - dim: tnm, -2, 1 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rpr, -2, 0 3
  - dim: vvp, 0, -1 2
  - dim: kkr, 0, 0 0
  - dim: rsl, -2, 4 -6
  - dim: rpn, 2, -4 0
  - dim: prm, 2, 0 -3
  - dim: smv, -2, 0 -2
  - dim: zmv, 2, -2 1
  - dim: tnm, -2, 1 1
Equations:
  - q1 rpr zmv -1 power of vvp 2 power of times zmv -1 power of vvp -2 power of divided by kkr times plus equal
  - q2 rpn zmv 2 power of smv -1 power of divided by equal
  - q3 prm zmv 1 power of vvp 2 power of divided by equal
  - q4 rsl smv 1 power of vvp 2 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rpr, -2, 0 3
  - dim: vvp, 0, -1 2
  - dim: kkr, 0, 0 0
  - dim: rsl, -2, 4 -6
  - dim: rpn, 2, -4 0
  - dim: prm, 2, 0 -3
  - dim: smv, -2, 0 -2
  - dim: zmv, 2, -2 1
  - dim: tnm, -2, 1 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
Dimensionally impossible what?

Base dimensions: mass; length; kawit.
Dimensions:
  - dim: rpr, -2, 0 3
  - dim: vvp, 0, -1 2
  - dim: kkr, 0, 0 0
  - dim: rsl, -2, 4 -6
  - dim: rpn, 2, -4 0
  - dim: prm, 2, 0 -3
  - dim: smv, -2, 0 -2
  - dim: zmv, 2, -2 1
  - dim: tnm, -2, 1 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
Dimensionally impossible tay?

Base dimensions : masse ; longueur ; temps.
Dimensions :
  - tamisé: rpr, -2, 0 et 3
  - tamisé: vvp, 0, -1 et 2
  - tamisé: kkr, 0, 0 et 0
  - tamisé: rsl, -2, 4 et -6
  - tamisé: rpn, 2, -4 et 0
  - tamisé: prm, 2, 0 et -3
  - tamisé: smv, -2, 0 et -2
  - tamisé: zmv, 2, -2 et 1
  - tamisé: tnm, -2, 1 et 1
Équations :
  - q1 rpr égaler à zmv pouvoir de -1 fois vvp pouvoir de 2 plus zmv pouvoir de -1 divided par vvp pouvoir de -2 fois kkr
  - q2 rpn égaler à zmv pouvoir de 2 divided par smv pouvoir de -1
  - q3 prm égaler à zmv pouvoir de 1 divided par vvp pouvoir de 2
  - q4 rsl égaler à smv pouvoir de 1 divided par vvp pouvoir de 2
Quoi dimensionally impossible ?

Fundo dimensio: amaso; longo; tempo.
Dimensio:
  - dim: rpr, -2, 0 kaj 3
  - dim: vvp, 0, -1 kaj 2
  - dim: kkr, 0, 0 kaj 0
  - dim: rsl, -2, 4 kaj -6
  - dim: rpn, 2, -4 kaj 0
  - dim: prm, 2, 0 kaj -3
  - dim: smv, -2, 0 kaj -2
  - dim: zmv, 2, -2 kaj 1
  - dim: tnm, -2, 1 kaj 1
Ekvacio:
  - q1 rpr egali zmv potenco de -1 times vvp potenco de 2 plus zmv potenco de -1 dividita per vvp potenco de -2 times kkr
  - q2 rpn egali zmv potenco de 2 dividita per smv potenco de -1
  - q3 prm egali zmv potenco de 1 dividita per vvp potenco de 2
  - q4 rsl egali smv potenco de 1 dividita per vvp potenco de 2
Dimensionally neebla kio?

Base dimensions: tömeg; hossz; idő.
Dimensions:
  - fénytelen: rpr, -2, 0 és 3
  - fénytelen: vvp, 0, -1 és 2
  - fénytelen: kkr, 0, 0 és 0
  - fénytelen: rsl, -2, 4 és -6
  - fénytelen: rpn, 2, -4 és 0
  - fénytelen: prm, 2, 0 és -3
  - fénytelen: smv, -2, 0 és -2
  - fénytelen: zmv, 2, -2 és 1
  - fénytelen: tnm, -2, 1 és 1
Egyenletek:
  - q1 rpr egyenlő zmv hatalom of -1 times vvp hatalom of 2 meg zmv hatalom of -1 divided által vvp hatalom of -2 times kkr
  - q2 rpn egyenlő zmv hatalom of 2 divided által smv hatalom of -1
  - q3 prm egyenlő zmv hatalom of 1 divided által vvp hatalom of 2
  - q4 rsl egyenlő smv hatalom of 1 divided által vvp hatalom of 2
Dimensionally lehetetlen melyik?

base dimensions:mass; 長度; 時間.
dimensions:
  - dim:rpr, -2, 0及3
  - dim:vvp, 0, -1及2
  - dim:kkr, 0, 0及0
  - dim:rsl, -2, 4及-6
  - dim:rpn, 2, -4及0
  - dim:prm, 2, 0及-3
  - dim:smv, -2, 0及-2
  - dim:zmv, 2, -2及1
  - dim:tnm, -2, 1及1
equations:
  - q1:rpr匹敵zmv電力...嘅-1timesvvp電力...嘅2pluszmv電力...嘅-1divided……之前vvp電力...嘅-2timeskkr
  - q2:rpn匹敵zmv電力...嘅2divided……之前smv電力...嘅-1
  - q3:prm匹敵zmv電力...嘅1divided……之前vvp電力...嘅2
  - q4:rsl匹敵smv電力...嘅1divided……之前vvp電力...嘅2
dimensionally冇可能嘅乜嘢?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rpr, -2, 0 とぅ 3
  - dim: vvp, 0, -1 とぅ 2
  - dim: kkr, 0, 0 とぅ 0
  - dim: rsl, -2, 4 とぅ -6
  - dim: rpn, 2, -4 とぅ 0
  - dim: prm, 2, 0 とぅ -3
  - dim: smv, -2, 0 とぅ -2
  - dim: zmv, 2, -2 とぅ 1
  - dim: tnm, -2, 1 とぅ 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
Dimensionally impossible what?

Base dimensions: масса; ұзындық; уақыт.
Dimensions:
  - dim: rpr, -2, 0 және 3
  - dim: vvp, 0, -1 және 2
  - dim: kkr, 0, 0 және 0
  - dim: rsl, -2, 4 және -6
  - dim: rpn, 2, -4 және 0
  - dim: prm, 2, 0 және -3
  - dim: smv, -2, 0 және -2
  - dim: zmv, 2, -2 және 1
  - dim: tnm, -2, 1 және 1
Теңдеу:
  - q1 rpr equal zmv билік туралы -1 times vvp билік туралы 2 plus zmv билік туралы -1 divided қасында vvp билік туралы -2 times kkr
  - q2 rpn equal zmv билік туралы 2 divided қасында smv билік туралы -1
  - q3 prm equal zmv билік туралы 1 divided қасында vvp билік туралы 2
  - q4 rsl equal smv билік туралы 1 divided қасында vvp билік туралы 2
Dimensionally impossible не?

בָּסִיס מֵמַד: מַסָּה; length; זְמָן.
מֵמַד:
  - כהה: rpr, -2, 0 וְ־ 3
  - כהה: vvp, 0, -1 וְ־ 2
  - כהה: kkr, 0, 0 וְ־ 0
  - כהה: rsl, -2, 4 וְ־ -6
  - כהה: rpn, 2, -4 וְ־ 0
  - כהה: prm, 2, 0 וְ־ -3
  - כהה: smv, -2, 0 וְ־ -2
  - כהה: zmv, 2, -2 וְ־ 1
  - כהה: tnm, -2, 1 וְ־ 1
equations:
  - q1 rpr שָׁוֶה zmv חַשְׁמַל שֶׁל -1 times vvp חַשְׁמַל שֶׁל 2 פלוס zmv חַשְׁמַל שֶׁל -1 divided על ידי vvp חַשְׁמַל שֶׁל -2 times kkr
  - q2 rpn שָׁוֶה zmv חַשְׁמַל שֶׁל 2 divided על ידי smv חַשְׁמַל שֶׁל -1
  - q3 prm שָׁוֶה zmv חַשְׁמַל שֶׁל 1 divided על ידי vvp חַשְׁמַל שֶׁל 2
  - q4 rsl שָׁוֶה smv חַשְׁמַל שֶׁל 1 divided על ידי vvp חַשְׁמַל שֶׁל 2
איזה dimensionally בלתי־אפשרי?

Base dimensions: mass; length; ჟამი.
Dimensions:
  - dim: rpr, -2, 0 დო 3
  - dim: vvp, 0, -1 დო 2
  - dim: kkr, 0, 0 დო 0
  - dim: rsl, -2, 4 დო -6
  - dim: rpn, 2, -4 დო 0
  - dim: prm, 2, 0 დო -3
  - dim: smv, -2, 0 დო -2
  - dim: zmv, 2, -2 დო 1
  - dim: tnm, -2, 1 დო 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
Dimensionally impossible what?

Dasar matra-matra: misa; panjang; waktu.
Matra-matra:
  - dim: rpr, -2, 0 dan 3
  - dim: vvp, 0, -1 dan 2
  - dim: kkr, 0, 0 dan 0
  - dim: rsl, -2, 4 dan -6
  - dim: rpn, 2, -4 dan 0
  - dim: prm, 2, 0 dan -3
  - dim: smv, -2, 0 dan -2
  - dim: zmv, 2, -2 dan 1
  - dim: tnm, -2, 1 dan 1
Persamaan-persamaan:
  - q1 rpr sederajat zmv kekuasaan dari -1 kali vvp kekuasaan dari 2 plus zmv kekuasaan dari -1 divided kena vvp kekuasaan dari -2 kali kkr
  - q2 rpn sederajat zmv kekuasaan dari 2 divided kena smv kekuasaan dari -1
  - q3 prm sederajat zmv kekuasaan dari 1 divided kena vvp kekuasaan dari 2
  - q4 rsl sederajat smv kekuasaan dari 1 divided kena vvp kekuasaan dari 2
Dimensionally mustahil apa?

មូលដ្ឋានវិមាត្រ:ម៉ាស; ប្រវែង; កាល.
វិមាត្រ:
  - dim:rpr, -2, 0នឹង3
  - dim:vvp, 0, -1នឹង2
  - dim:kkr, 0, 0នឹង0
  - dim:rsl, -2, 4នឹង-6
  - dim:rpn, 2, -4នឹង0
  - dim:prm, 2, 0នឹង-3
  - dim:smv, -2, 0នឹង-2
  - dim:zmv, 2, -2នឹង1
  - dim:tnm, -2, 1នឹង1
សមីការ:
  - q1:rprស្មើនឹងzmvអំណាចនៃ-1គុណvvpអំណាចនៃ2បូកzmvអំណាចនៃ-1divided byvvpអំណាចនៃ-2គុណkkr
  - q2:rpnស្មើនឹងzmvអំណាចនៃ2divided bysmvអំណាចនៃ-1
  - q3:prmស្មើនឹងzmvអំណាចនៃ1divided byvvpអំណាចនៃ2
  - q4:rslស្មើនឹងsmvអំណាចនៃ1divided byvvpអំណាចនៃ2
dimensionallyមិនអាចទៅរួចអី?

base dimensions:ມວນ; ຄວາມຍາວ; ເວລາ.
dimensions:
  - dim:rpr, -2, 0ແລະ3
  - dim:vvp, 0, -1ແລະ2
  - dim:kkr, 0, 0ແລະ0
  - dim:rsl, -2, 4ແລະ-6
  - dim:rpn, 2, -4ແລະ0
  - dim:prm, 2, 0ແລະ-3
  - dim:smv, -2, 0ແລະ-2
  - dim:zmv, 2, -2ແລະ1
  - dim:tnm, -2, 1ແລະ1
ສົມຜົນ:
  - q1:rprequalzmvອາຍາຂອງ-1timesvvpອາຍາຂອງ2pluszmvອາຍາຂອງ-1divided byvvpອາຍາຂອງ-2timeskkr
  - q2:rpnequalzmvອາຍາຂອງ2divided bysmvອາຍາຂອງ-1
  - q3:prmequalzmvອາຍາຂອງ1divided byvvpອາຍາຂອງ2
  - q4:rslequalsmvອາຍາຂອງ1divided byvvpອາຍາຂອງ2
dimensionally impossibleຫຍັງ?

base dimensions: mass; పొడవు; సంఘటన.
dimensions:
  - మసక: rpr, -2, 0 మరియు 3
  - మసక: vvp, 0, -1 మరియు 2
  - మసక: kkr, 0, 0 మరియు 0
  - మసక: rsl, -2, 4 మరియు -6
  - మసక: rpn, 2, -4 మరియు 0
  - మసక: prm, 2, 0 మరియు -3
  - మసక: smv, -2, 0 మరియు -2
  - మసక: zmv, 2, -2 మరియు 1
  - మసక: tnm, -2, 1 మరియు 1
equations:
  - q1 rpr zmv -1 పలుకుబడి of vvp 2 పలుకుబడి of times zmv -1 పలుకుబడి of vvp -2 పలుకుబడి of divided by kkr times plus equal
  - q2 rpn zmv 2 పలుకుబడి of smv -1 పలుకుబడి of divided by equal
  - q3 prm zmv 1 పలుకుబడి of vvp 2 పలుకుబడి of divided by equal
  - q4 rsl smv 1 పలుకుబడి of vvp 2 పలుకుబడి of divided by equal
dimensionally impossible ఏమిటి?

Base dimensions: mass; length; ìgbà.
Dimensions:
  - dim: rpr, -2, 0 3
  - dim: vvp, 0, -1 2
  - dim: kkr, 0, 0 0
  - dim: rsl, -2, 4 -6
  - dim: rpn, 2, -4 0
  - dim: prm, 2, 0 -3
  - dim: smv, -2, 0 -2
  - dim: zmv, 2, -2 1
  - dim: tnm, -2, 1 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
What dimensionally impossible?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rpr, -2, 0 3
  - dim: vvp, 0, -1 2
  - dim: kkr, 0, 0 0
  - dim: rsl, -2, 4 -6
  - dim: rpn, 2, -4 0
  - dim: prm, 2, 0 -3
  - dim: smv, -2, 0 -2
  - dim: zmv, 2, -2 1
  - dim: tnm, -2, 1 1
Equations:
  - q1 rpr zmv -1 power of vvp 2 power of times zmv -1 power of vvp -2 power of divided by kkr times plus equal
  - q2 rpn zmv 2 power of smv -1 power of divided by equal
  - q3 prm zmv 1 power of vvp 2 power of divided by equal
  - q4 rsl smv 1 power of vvp 2 power of divided by equal
Dimensionally impossible what?

base dimensions: mass; length; time.
dimensions:
  - dim: rpr, -2, 0 3
  - dim: vvp, 0, -1 2
  - dim: kkr, 0, 0 0
  - dim: rsl, -2, 4 -6
  - dim: rpn, 2, -4 0
  - dim: prm, 2, 0 -3
  - dim: smv, -2, 0 -2
  - dim: zmv, 2, -2 1
  - dim: tnm, -2, 1 1
equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
dimensionally impossible what?

Base dimensions: mass; langa; time.
Dimensions:
  - dim: rpr, -2, 0 3
  - dim: vvp, 0, -1 2
  - dim: kkr, 0, 0 0
  - dim: rsl, -2, 4 -6
  - dim: rpn, 2, -4 0
  - dim: prm, 2, 0 -3
  - dim: smv, -2, 0 -2
  - dim: zmv, 2, -2 1
  - dim: tnm, -2, 1 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rpr, -2, 0 3
  - dim: vvp, 0, -1 2
  - dim: kkr, 0, 0 0
  - dim: rsl, -2, 4 -6
  - dim: rpn, 2, -4 0
  - dim: prm, 2, 0 -3
  - dim: smv, -2, 0 -2
  - dim: zmv, 2, -2 1
  - dim: tnm, -2, 1 1
Equations:
  - q1 rpr equal zmv power of -1 times vvp power of 2 plus zmv power of -1 divided by vvp power of -2 times kkr
  - q2 rpn equal zmv power of 2 divided by smv power of -1
  - q3 prm equal zmv power of 1 divided by vvp power of 2
  - q4 rsl equal smv power of 1 divided by vvp power of 2
Dimensionally impossible what?

Base dimensions: mass; length; вахт.
Dimensions:
  - dim: rpr, -2, 0 3
  - dim: vvp, 0, -1 2
  - dim: kkr, 0, 0 0
  - dim: rsl, -2, 4 -6
  - dim: rpn, 2, -4 0
  - dim: prm, 2, 0 -3
  - dim: smv, -2, 0 -2
  - dim: zmv, 2, -2 1
  - dim: tnm, -2, 1 1
Equations:
  - q1 rpr zmv -1 power of vvp 2 power of times zmv -1 power of vvp -2 power of divided by kkr times plus equal
  - q2 rpn zmv 2 power of smv -1 power of divided by equal
  - q3 prm zmv 1 power of vvp 2 power of divided by equal
  - q4 rsl smv 1 power of vvp 2 power of divided by equal
Dimensionally impossible вуч?

Base dimensions: mass; length; time.
Dimensions:
  - dim: kmm, -1, 1 and 1
  - dim: vlp, 0, 0 and 0
  - dim: lnr, -6, -2 and -2
  - dim: zns, 1, 2 and 0
  - dim: nkn, -2, -2 and 0
  - dim: vrs, 0, 4 and -2
  - dim: prl, 1, 0 and 0
  - dim: ltz, 2, 0 and 2
  - dim: ttr, 3, 2 and 2
Equations:
  - q1 vrs equals zns to the power 2 divided by ltz to the power 1 plus zns to the power 2 times ltz to the power -1 times vlp
  - q2 ttr equals ltz to the power 1 times zns to the power 1 plus ltz to the power 1 divided by zns to the power -1 times vlp
  - q3 prl equals zns to the power -1 times nkn to the power -1
  - q4 lnr equals nkn to the power 2 times ltz to the power -1
What is the dimensionally impossible?

Las dimensiones básicas son: masa; longitud; tiempo.
Las dimensiones son:
  - las dimensiones de: kmm, -1, 1 y 1
  - las dimensiones de: vlp, 0, 0 y 0
  - las dimensiones de: lnr, -6, -2 y -2
  - las dimensiones de: zns, 1, 2 y 0
  - las dimensiones de: nkn, -2, -2 y 0
  - las dimensiones de: vrs, 0, 4 y -2
  - las dimensiones de: prl, 1, 0 y 0
  - las dimensiones de: ltz, 2, 0 y 2
  - las dimensiones de: ttr, 3, 2 y 2
Las ecuaciones son:
  - q1: vrs es igual a zns elevado a 2 dividido por ltz elevado a 1 más zns elevado a 2 por ltz elevado a -1 por vlp
  - q2: ttr es igual a ltz elevado a 1 por zns elevado a 1 más ltz elevado a 1 dividido por zns elevado a -1 por vlp
  - q3: prl es igual a zns elevado a -1 por nkn elevado a -1
  - q4: lnr es igual a nkn elevado a 2 por ltz elevado a -1
¿Qué dimensionally impossible?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：kmm、-1、1和1
  - 的量纲是：vlp、0、0和0
  - 的量纲是：lnr、-6、-2和-2
  - 的量纲是：zns、1、2和0
  - 的量纲是：nkn、-2、-2和0
  - 的量纲是：vrs、0、4和-2
  - 的量纲是：prl、1、0和0
  - 的量纲是：ltz、2、0和2
  - 的量纲是：ttr、3、2和2
方程如下：q1：vrs等于zns的次方是2除以ltz的次方是1加zns的次方是2乘以ltz的次方是-1乘以vlp；q2：ttr等于ltz的次方是1乘以zns的次方是1加ltz的次方是1除以zns的次方是-1乘以vlp；q3：prl等于zns的次方是-1乘以nkn的次方是-1；q4：lnr等于nkn的次方是2乘以ltz的次方是-1。
dimensionally impossible什么？

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: kmm, -1, 1 ve 1
  - dim: vlp, 0, 0 ve 0
  - dim: lnr, -6, -2 ve -2
  - dim: zns, 1, 2 ve 0
  - dim: nkn, -2, -2 ve 0
  - dim: vrs, 0, 4 ve -2
  - dim: prl, 1, 0 ve 0
  - dim: ltz, 2, 0 ve 2
  - dim: ttr, 3, 2 ve 2
Equations:
  - q1: vrs zns 2 power ltz 1 power bölü zns 2 power ltz -1 power çarpı vlp çarpı artı eşittir
  - q2: ttr ltz 1 power zns 1 power çarpı ltz 1 power zns -1 power bölü vlp çarpı artı eşittir
  - q3: prl zns -1 power nkn -1 power çarpı eşittir
  - q4: lnr nkn 2 power ltz -1 power çarpı eşittir
Dimensionally impossible ne?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: kmm, -1, 1 na 1
  - dim: vlp, 0, 0 na 0
  - dim: lnr, -6, -2 na -2
  - dim: zns, 1, 2 na 0
  - dim: nkn, -2, -2 na 0
  - dim: vrs, 0, 4 na -2
  - dim: prl, 1, 0 na 0
  - dim: ltz, 2, 0 na 2
  - dim: ttr, 3, 2 na 2
Equations:
  - q1: vrs ni sawa na zns power ya 2 divided by ltz power ya 1 plus zns power ya 2 times ltz power ya -1 times vlp
  - q2: ttr ni sawa na ltz power ya 1 times zns power ya 1 plus ltz power ya 1 divided by zns power ya -1 times vlp
  - q3: prl ni sawa na zns power ya -1 times nkn power ya -1
  - q4: lnr ni sawa na nkn power ya 2 times ltz power ya -1
Dimensionally impossible nini?

Base dimensions: mass; length; time.
Dimensions:
  - dim: kmm, -1, 1 and 1
  - dim: vlp, 0, 0 and 0
  - dim: lnr, -6, -2 and -2
  - dim: zns, 1, 2 and 0
  - dim: nkn, -2, -2 and 0
  - dim: vrs, 0, 4 and -2
  - dim: prl, 1, 0 and 0
  - dim: ltz, 2, 0 and 2
  - dim: ttr, 3, 2 and 2
Equations:
  - q1 vrs equals zns to the power 2 divided by ltz to the power 1 plus zns to the power 2 times ltz to the power -1 times vlp
  - q2 ttr equals ltz to the power 1 times zns to the power 1 plus ltz to the power 1 divided by zns to the power -1 times vlp
  - q3 prl equals zns to the power -1 times nkn to the power -1
  - q4 lnr equals nkn to the power 2 times ltz to the power -1
What is the dimensionally impossible?

{base_dimensions: [mass length time], dimensions: [(dim kmm -1 1 1) (dim vlp 0 0 0) (dim lnr -6 -2 -2) (dim zns 1 2 0) (dim nkn -2 -2 0) (dim vrs 0 4 -2) (dim prl 1 0 0) (dim ltz 2 0 2) (dim ttr 3 2 2)], equations: [(equation q1 (eq vrs (add (div (pow zns 2) (pow ltz 1)) (mul (mul (pow zns 2) (pow ltz -1)) vlp)))) (equation q2 (eq ttr (add (mul (pow ltz 1) (pow zns 1)) (mul (div (pow ltz 1) (pow zns -1)) vlp)))) (equation q3 (eq prl (mul (pow zns -1) (pow nkn -1)))) (equation q4 (eq lnr (mul (pow nkn 2) (pow ltz -1))))], query: dimensionally_impossible}

Basis Dimensionen: Masse; Länge; Zeit.
Dimensionen:
  - dämmerig: kmm, -1, 1 und 1
  - dämmerig: vlp, 0, 0 und 0
  - dämmerig: lnr, -6, -2 und -2
  - dämmerig: zns, 1, 2 und 0
  - dämmerig: nkn, -2, -2 und 0
  - dämmerig: vrs, 0, 4 und -2
  - dämmerig: prl, 1, 0 und 0
  - dämmerig: ltz, 2, 0 und 2
  - dämmerig: ttr, 3, 2 und 2
Gleichungen:
  - q1 vrs gleichen zns Macht aus 2 geteilt mit ltz Macht aus 1 plus zns Macht aus 2 mal ltz Macht aus -1 mal vlp
  - q2 ttr gleichen ltz Macht aus 1 mal zns Macht aus 1 plus ltz Macht aus 1 geteilt mit zns Macht aus -1 mal vlp
  - q3 prl gleichen zns Macht aus -1 mal nkn Macht aus -1
  - q4 lnr gleichen nkn Macht aus 2 mal ltz Macht aus -1
Was dimensionally unmöglich?

Base dimensions: маса; дужина; вре́ме.
Dimensions:
  - dim: kmm, -1, 1 и 1
  - dim: vlp, 0, 0 и 0
  - dim: lnr, -6, -2 и -2
  - dim: zns, 1, 2 и 0
  - dim: nkn, -2, -2 и 0
  - dim: vrs, 0, 4 и -2
  - dim: prl, 1, 0 и 0
  - dim: ltz, 2, 0 и 2
  - dim: ttr, 3, 2 и 2
Једна̀чина:
  - q1 vrs је̏дна̄к zns вла̑ст od 2 divided by ltz вла̑ст od 1 plus zns вла̑ст od 2 times ltz вла̑ст od -1 times vlp
  - q2 ttr је̏дна̄к ltz вла̑ст od 1 times zns вла̑ст od 1 plus ltz вла̑ст od 1 divided by zns вла̑ст od -1 times vlp
  - q3 prl је̏дна̄к zns вла̑ст od -1 times nkn вла̑ст od -1
  - q4 lnr је̏дна̄к nkn вла̑ст od 2 times ltz вла̑ст od -1
Dimensionally немогућ kakav?

Perustus mitat: massa; pituus; aika.
Mitat:
  - himmeä: kmm, -1, 1 ja 1
  - himmeä: vlp, 0, 0 ja 0
  - himmeä: lnr, -6, -2 ja -2
  - himmeä: zns, 1, 2 ja 0
  - himmeä: nkn, -2, -2 ja 0
  - himmeä: vrs, 0, 4 ja -2
  - himmeä: prl, 1, 0 ja 0
  - himmeä: ltz, 2, 0 ja 2
  - himmeä: ttr, 3, 2 ja 2
Yhtälöt:
  - q1 vrs sama zns valta vaille 2 jaettu kautta ltz valta vaille 1 plus zns valta vaille 2 kertaa ltz valta vaille -1 kertaa vlp
  - q2 ttr sama ltz valta vaille 1 kertaa zns valta vaille 1 plus ltz valta vaille 1 jaettu kautta zns valta vaille -1 kertaa vlp
  - q3 prl sama zns valta vaille -1 kertaa nkn valta vaille -1
  - q4 lnr sama nkn valta vaille 2 kertaa ltz valta vaille -1
Mikä dimensionally mahdoton?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：kmm、-1、1和1
  - 的量纲是：vlp、0、0和0
  - 的量纲是：lnr、-6、-2和-2
  - 的量纲是：zns、1、2和0
  - 的量纲是：nkn、-2、-2和0
  - 的量纲是：vrs、0、4和-2
  - 的量纲是：prl、1、0和0
  - 的量纲是：ltz、2、0和2
  - 的量纲是：ttr、3、2和2
方程如下：q1：vrs等于zns的次方是2除以ltz的次方是1加zns的次方是2乘以ltz的次方是-1乘以vlp；q2：ttr等于ltz的次方是1乘以zns的次方是1加ltz的次方是1除以zns的次方是-1乘以vlp；q3：prl等于zns的次方是-1乘以nkn的次方是-1；q4：lnr等于nkn的次方是2乘以ltz的次方是-1。
dimensionally impossible什么？

基礎面積:質量; 長さ; 時間.
面積:
  - 薄暗い:kmm, -1, 1と1
  - 薄暗い:vlp, 0, 0と0
  - 薄暗い:lnr, -6, -2と-2
  - 薄暗い:zns, 1, 2と0
  - 薄暗い:nkn, -2, -2と0
  - 薄暗い:vrs, 0, 4と-2
  - 薄暗い:prl, 1, 0と0
  - 薄暗い:ltz, 2, 0と2
  - 薄暗い:ttr, 3, 2と2
方程式:q1:vrszns2力の中のltz1力の中の分かれた…でzns2力の中のltz-1力の中の掛けるvlp掛ける足す等しい; q2:ttrltz1力の中のzns1力の中の掛けるltz1力の中のzns-1力の中の分かれた…でvlp掛ける足す等しい; q3:prlzns-1力の中のnkn-1力の中の掛ける等しい; q4:lnrnkn2力の中のltz-1力の中の掛ける等しい.
dimensionally不可能な何と?

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: kmm, -1, 1 ve 1
  - dim: vlp, 0, 0 ve 0
  - dim: lnr, -6, -2 ve -2
  - dim: zns, 1, 2 ve 0
  - dim: nkn, -2, -2 ve 0
  - dim: vrs, 0, 4 ve -2
  - dim: prl, 1, 0 ve 0
  - dim: ltz, 2, 0 ve 2
  - dim: ttr, 3, 2 ve 2
Equations:
  - q1: vrs zns 2 power ltz 1 power bölü zns 2 power ltz -1 power çarpı vlp çarpı artı eşittir
  - q2: ttr ltz 1 power zns 1 power çarpı ltz 1 power zns -1 power bölü vlp çarpı artı eşittir
  - q3: prl zns -1 power nkn -1 power çarpı eşittir
  - q4: lnr nkn 2 power ltz -1 power çarpı eşittir
Dimensionally impossible ne?

أَسَاس بُعْد: كُتْلَة؛ طُول؛ زَمَان.
بُعْد:
  - dim: kmm، -1، 1 وَـ 1
  - dim: vlp، 0، 0 وَـ 0
  - dim: lnr، -6، -2 وَـ -2
  - dim: zns، 1، 2 وَـ 0
  - dim: nkn، -2، -2 وَـ 0
  - dim: vrs، 0، 4 وَـ -2
  - dim: prl، 1، 0 وَـ 0
  - dim: ltz، 2، 0 وَـ 2
  - dim: ttr، 3، 2 وَـ 2
مُعَادَلَة:
  - q1 equal vrs زَائِد divided بِـ قُوَّة مِنْ zns 2 قُوَّة مِنْ ltz 1 فِي فِي قُوَّة مِنْ zns 2 قُوَّة مِنْ ltz -1 vlp
  - q2 equal ttr زَائِد فِي قُوَّة مِنْ ltz 1 قُوَّة مِنْ zns 1 فِي divided بِـ قُوَّة مِنْ ltz 1 قُوَّة مِنْ zns -1 vlp
  - q3 equal prl فِي قُوَّة مِنْ zns -1 قُوَّة مِنْ nkn -1
  - q4 equal lnr فِي قُوَّة مِنْ nkn 2 قُوَّة مِنْ ltz -1
dimensionally مُسْتَحِيل مَاذَا؟

Საფუძველი სიდიდეები: მასა; length; დრო.
Სიდიდეები:
  - dim: kmm, -1, 1 და 1
  - dim: vlp, 0, 0 და 0
  - dim: lnr, -6, -2 და -2
  - dim: zns, 1, 2 და 0
  - dim: nkn, -2, -2 და 0
  - dim: vrs, 0, 4 და -2
  - dim: prl, 1, 0 და 0
  - dim: ltz, 2, 0 და 2
  - dim: ttr, 3, 2 და 2
Equations:
  - q1 vrs zns 2 ძალაუფლება of ltz 1 ძალაუფლება of divided by zns 2 ძალაუფლება of ltz -1 ძალაუფლება of times vlp times plus თანასწორი
  - q2 ttr ltz 1 ძალაუფლება of zns 1 ძალაუფლება of times ltz 1 ძალაუფლება of zns -1 ძალაუფლება of divided by vlp times plus თანასწორი
  - q3 prl zns -1 ძალაუფლება of nkn -1 ძალაუფლება of times თანასწორი
  - q4 lnr nkn 2 ძალაუფლება of ltz -1 ძალაუფლება of times თანასწორი
Dimensionally შეუძლებელი რა?

Base dimensions: papatipu; roa; wā.
Dimensions:
  - pongipongi: kmm, -1, 1 me 1
  - pongipongi: vlp, 0, 0 me 0
  - pongipongi: lnr, -6, -2 me -2
  - pongipongi: zns, 1, 2 me 0
  - pongipongi: nkn, -2, -2 me 0
  - pongipongi: vrs, 0, 4 me -2
  - pongipongi: prl, 1, 0 me 0
  - pongipongi: ltz, 2, 0 me 2
  - pongipongi: ttr, 3, 2 me 2
Equations:
  - q1 equal vrs ngahoro divided nā awenga o zns 2 awenga o ltz 1 times times awenga o zns 2 awenga o ltz -1 vlp
  - q2 equal ttr ngahoro times awenga o ltz 1 awenga o zns 1 times divided nā awenga o ltz 1 awenga o zns -1 vlp
  - q3 equal prl times awenga o zns -1 awenga o nkn -1
  - q4 equal lnr times awenga o nkn 2 awenga o ltz -1
Dimensionally tē-taea unutai?

Bazơ chiều: khối lượng; chiều dài; thời gian.
Chiều:
  - mờ: kmm, -1, 1 và 1
  - mờ: vlp, 0, 0 và 0
  - mờ: lnr, -6, -2 và -2
  - mờ: zns, 1, 2 và 0
  - mờ: nkn, -2, -2 và 0
  - mờ: vrs, 0, 4 và -2
  - mờ: prl, 1, 0 và 0
  - mờ: ltz, 2, 0 và 2
  - mờ: ttr, 3, 2 và 2
Phương trình:
  - q1 vrs equal zns quyền lực bằng 2 divided bằng cách ltz quyền lực bằng 1 cộng zns quyền lực bằng 2 nhân ltz quyền lực bằng -1 nhân vlp
  - q2 ttr equal ltz quyền lực bằng 1 nhân zns quyền lực bằng 1 cộng ltz quyền lực bằng 1 divided bằng cách zns quyền lực bằng -1 nhân vlp
  - q3 prl equal zns quyền lực bằng -1 nhân nkn quyền lực bằng -1
  - q4 lnr equal nkn quyền lực bằng 2 nhân ltz quyền lực bằng -1
Dimensionally không thể gì?

ฐานมิติ:มวล; ความยาว; เวลา.
มิติ:
  - มัว:kmm, -1, 1และ1
  - มัว:vlp, 0, 0และ0
  - มัว:lnr, -6, -2และ-2
  - มัว:zns, 1, 2และ0
  - มัว:nkn, -2, -2และ0
  - มัว:vrs, 0, 4และ-2
  - มัว:prl, 1, 0และ0
  - มัว:ltz, 2, 0และ2
  - มัว:ttr, 3, 2และ2
สมการ:
  - q1:vrsเท่ากับznsอำนาจของ2dividedโดยltzอำนาจของ1บวกznsอำนาจของ2คูณltzอำนาจของ-1คูณvlp
  - q2:ttrเท่ากับltzอำนาจของ1คูณznsอำนาจของ1บวกltzอำนาจของ1dividedโดยznsอำนาจของ-1คูณvlp
  - q3:prlเท่ากับznsอำนาจของ-1คูณnknอำนาจของ-1
  - q4:lnrเท่ากับnknอำนาจของ2คูณltzอำนาจของ-1
dimensionallyเป็นไปไม่ได้อะไร?

base dimensions: mass; நீளம்; நேரம்.
dimensions:
  - மங்கலான: kmm, -1, 1 மற்றும் 1
  - மங்கலான: vlp, 0, 0 மற்றும் 0
  - மங்கலான: lnr, -6, -2 மற்றும் -2
  - மங்கலான: zns, 1, 2 மற்றும் 0
  - மங்கலான: nkn, -2, -2 மற்றும் 0
  - மங்கலான: vrs, 0, 4 மற்றும் -2
  - மங்கலான: prl, 1, 0 மற்றும் 0
  - மங்கலான: ltz, 2, 0 மற்றும் 2
  - மங்கலான: ttr, 3, 2 மற்றும் 2
சமன்பாடு:
  - q1 vrs zns 2 கரண்ட் கொண்ட ltz 1 கரண்ட் கொண்ட divided by zns 2 கரண்ட் கொண்ட ltz -1 கரண்ட் கொண்ட times vlp times plus equal
  - q2 ttr ltz 1 கரண்ட் கொண்ட zns 1 கரண்ட் கொண்ட times ltz 1 கரண்ட் கொண்ட zns -1 கரண்ட் கொண்ட divided by vlp times plus equal
  - q3 prl zns -1 கரண்ட் கொண்ட nkn -1 கரண்ட் கொண்ட times equal
  - q4 lnr nkn 2 கரண்ட் கொண்ட ltz -1 கரண்ட் கொண்ட times equal
dimensionally impossible என்ன?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: kmm, -1, 1 na 1
  - dim: vlp, 0, 0 na 0
  - dim: lnr, -6, -2 na -2
  - dim: zns, 1, 2 na 0
  - dim: nkn, -2, -2 na 0
  - dim: vrs, 0, 4 na -2
  - dim: prl, 1, 0 na 0
  - dim: ltz, 2, 0 na 2
  - dim: ttr, 3, 2 na 2
Equations:
  - q1: vrs ni sawa na zns power ya 2 divided by ltz power ya 1 plus zns power ya 2 times ltz power ya -1 times vlp
  - q2: ttr ni sawa na ltz power ya 1 times zns power ya 1 plus ltz power ya 1 divided by zns power ya -1 times vlp
  - q3: prl ni sawa na zns power ya -1 times nkn power ya -1
  - q4: lnr ni sawa na nkn power ya 2 times ltz power ya -1
Dimensionally impossible nini?

Base dimensions: mass; nineezgo; ookił.
Dimensions:
  - dim: kmm, -1, 1 dóó 1
  - dim: vlp, 0, 0 dóó 0
  - dim: lnr, -6, -2 dóó -2
  - dim: zns, 1, 2 dóó 0
  - dim: nkn, -2, -2 dóó 0
  - dim: vrs, 0, 4 dóó -2
  - dim: prl, 1, 0 dóó 0
  - dim: ltz, 2, 0 dóó 2
  - dim: ttr, 3, 2 dóó 2
Equations:
  - q1 vrs zns 2 power of ltz 1 power of divided by zns 2 power of ltz -1 power of ahą́ą́h nániilyá vlp ahą́ą́h nániilyá plus equal
  - q2 ttr ltz 1 power of zns 1 power of ahą́ą́h nániilyá ltz 1 power of zns -1 power of divided by vlp ahą́ą́h nániilyá plus equal
  - q3 prl zns -1 power of nkn -1 power of ahą́ą́h nániilyá equal
  - q4 lnr nkn 2 power of ltz -1 power of ahą́ą́h nániilyá equal
Dimensionally impossible haʼátʼíísh?

Base dimensions: mass; length; piffissaq.
Dimensions:
  - dim: kmm, -1, 1 aamma 1
  - dim: vlp, 0, 0 aamma 0
  - dim: lnr, -6, -2 aamma -2
  - dim: zns, 1, 2 aamma 0
  - dim: nkn, -2, -2 aamma 0
  - dim: vrs, 0, 4 aamma -2
  - dim: prl, 1, 0 aamma 0
  - dim: ltz, 2, 0 aamma 2
  - dim: ttr, 3, 2 aamma 2
Assigiissitaq:
  - q1 vrs zns 2 power of ltz 1 power of divided by zns 2 power of ltz -1 power of times vlp times plus equal
  - q2 ttr ltz 1 power of zns 1 power of times ltz 1 power of zns -1 power of divided by vlp times plus equal
  - q3 prl zns -1 power of nkn -1 power of times equal
  - q4 lnr nkn 2 power of ltz -1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; taim.
Dimensions:
  - dim: kmm, -1, 1 na 1
  - dim: vlp, 0, 0 na 0
  - dim: lnr, -6, -2 na -2
  - dim: zns, 1, 2 na 0
  - dim: nkn, -2, -2 na 0
  - dim: vrs, 0, 4 na -2
  - dim: prl, 1, 0 na 0
  - dim: ltz, 2, 0 na 2
  - dim: ttr, 3, 2 na 2
Equations:
  - q1 vrs equal zns power bilong 2 divided by ltz power bilong 1 plus zns power bilong 2 times ltz power bilong -1 times vlp
  - q2 ttr equal ltz power bilong 1 times zns power bilong 1 plus ltz power bilong 1 divided by zns power bilong -1 times vlp
  - q3 prl equal zns power bilong -1 times nkn power bilong -1
  - q4 lnr equal nkn power bilong 2 times ltz power bilong -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: kmm, -1, 1 1
  - dim: vlp, 0, 0 0
  - dim: lnr, -6, -2 -2
  - dim: zns, 1, 2 0
  - dim: nkn, -2, -2 0
  - dim: vrs, 0, 4 -2
  - dim: prl, 1, 0 0
  - dim: ltz, 2, 0 2
  - dim: ttr, 3, 2 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
Dimensionally impossible kwèch?

Base dimensions: mass; length; ха.
Dimensions:
  - dim: kmm, -1, 1 а 1
  - dim: vlp, 0, 0 а 0
  - dim: lnr, -6, -2 а -2
  - dim: zns, 1, 2 а 0
  - dim: nkn, -2, -2 а 0
  - dim: vrs, 0, 4 а -2
  - dim: prl, 1, 0 а 0
  - dim: ltz, 2, 0 а 2
  - dim: ttr, 3, 2 а 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
Dimensionally impossible фу?

기초 치수: 질량; 길이; 시간.
치수:
  - dim: kmm, -1, 1 1
  - dim: vlp, 0, 0 0
  - dim: lnr, -6, -2 -2
  - dim: zns, 1, 2 0
  - dim: nkn, -2, -2 0
  - dim: vrs, 0, 4 -2
  - dim: prl, 1, 0 0
  - dim: ltz, 2, 0 2
  - dim: ttr, 3, 2 2
방정식:
  - q1 vrs zns 2 힘 ...의 ltz 1 힘 ...의 divided ...로써 zns 2 힘 ...의 ltz -1 힘 ...의 곱하기 vlp 곱하기 더하기 같다
  - q2 ttr ltz 1 힘 ...의 zns 1 힘 ...의 곱하기 ltz 1 힘 ...의 zns -1 힘 ...의 divided ...로써 vlp 곱하기 더하기 같다
  - q3 prl zns -1 힘 ...의 nkn -1 힘 ...의 곱하기 같다
  - q4 lnr nkn 2 힘 ...의 ltz -1 힘 ...의 곱하기 같다
dimensionally 불가능하다 무엇?

Base dimensions: masa; length; denbora.
Dimensions:
  - dim: kmm, -1, 1 eta 1
  - dim: vlp, 0, 0 eta 0
  - dim: lnr, -6, -2 eta -2
  - dim: zns, 1, 2 eta 0
  - dim: nkn, -2, -2 eta 0
  - dim: vrs, 0, 4 eta -2
  - dim: prl, 1, 0 eta 0
  - dim: ltz, 2, 0 eta 2
  - dim: ttr, 3, 2 eta 2
Ekuazio:
  - q1 vrs zns 2 power of ltz 1 power of divided by zns 2 power of ltz -1 power of bider vlp bider gehi berdin
  - q2 ttr ltz 1 power of zns 1 power of bider ltz 1 power of zns -1 power of divided by vlp bider gehi berdin
  - q3 prl zns -1 power of nkn -1 power of bider berdin
  - q4 lnr nkn 2 power of ltz -1 power of bider berdin
Dimensionally impossible zer?

Base dimensions: mass; ᏂᎦᏅᎯᏒ; ᎠᎵᏱᎵᏒ.
ᏂᎦᏅᎯᏒ:
  - dim: kmm, -1, 1 ᎠᎴ 1
  - dim: vlp, 0, 0 ᎠᎴ 0
  - dim: lnr, -6, -2 ᎠᎴ -2
  - dim: zns, 1, 2 ᎠᎴ 0
  - dim: nkn, -2, -2 ᎠᎴ 0
  - dim: vrs, 0, 4 ᎠᎴ -2
  - dim: prl, 1, 0 ᎠᎴ 0
  - dim: ltz, 2, 0 ᎠᎴ 2
  - dim: ttr, 3, 2 ᎠᎴ 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
What dimensionally impossible?

Base dimensions: mass; karu kay; pacha.
Dimensions:
  - dim: kmm, -1, 1 1
  - dim: vlp, 0, 0 0
  - dim: lnr, -6, -2 -2
  - dim: zns, 1, 2 0
  - dim: nkn, -2, -2 0
  - dim: vrs, 0, 4 -2
  - dim: prl, 1, 0 0
  - dim: ltz, 2, 0 2
  - dim: ttr, 3, 2 2
Paqtachani:
  - q1 vrs paqta zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr paqta ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl paqta zns power of -1 times nkn power of -1
  - q4 lnr paqta nkn power of 2 times ltz power of -1
Dimensionally impossible what?

Base dimensions: mass; length; гъо.
Dimensions:
  - dim: kmm, -1, 1 ыкӏи 1
  - dim: vlp, 0, 0 ыкӏи 0
  - dim: lnr, -6, -2 ыкӏи -2
  - dim: zns, 1, 2 ыкӏи 0
  - dim: nkn, -2, -2 ыкӏи 0
  - dim: vrs, 0, 4 ыкӏи -2
  - dim: prl, 1, 0 ыкӏи 0
  - dim: ltz, 2, 0 ыкӏи 2
  - dim: ttr, 3, 2 ыкӏи 2
Equations:
  - q1 vrs zns 2 power of ltz 1 power of divided by zns 2 power of ltz -1 power of times vlp times plus equal
  - q2 ttr ltz 1 power of zns 1 power of times ltz 1 power of zns -1 power of divided by vlp times plus equal
  - q3 prl zns -1 power of nkn -1 power of times equal
  - q4 lnr nkn 2 power of ltz -1 power of times equal
Dimensionally impossible сыд?

Base dimensions: mass; length; sijhawm.
Dimensions:
  - dim: kmm, -1, 1 thiab 1
  - dim: vlp, 0, 0 thiab 0
  - dim: lnr, -6, -2 thiab -2
  - dim: zns, 1, 2 thiab 0
  - dim: nkn, -2, -2 thiab 0
  - dim: vrs, 0, 4 thiab -2
  - dim: prl, 1, 0 thiab 0
  - dim: ltz, 2, 0 thiab 2
  - dim: ttr, 3, 2 thiab 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: kmm, -1, 1 1
  - dim: vlp, 0, 0 0
  - dim: lnr, -6, -2 -2
  - dim: zns, 1, 2 0
  - dim: nkn, -2, -2 0
  - dim: vrs, 0, 4 -2
  - dim: prl, 1, 0 0
  - dim: ltz, 2, 0 2
  - dim: ttr, 3, 2 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
Dimensionally impossible ining-jak?

Base dimensions: mass; length; time.
Dimensions:
  - dim: kmm, -1, 1 micha' 1
  - dim: vlp, 0, 0 micha' 0
  - dim: lnr, -6, -2 micha' -2
  - dim: zns, 1, 2 micha' 0
  - dim: nkn, -2, -2 micha' 0
  - dim: vrs, 0, 4 micha' -2
  - dim: prl, 1, 0 micha' 0
  - dim: ltz, 2, 0 micha' 2
  - dim: ttr, 3, 2 micha' 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
Dimensionally impossible nanta?

Base dimensions: mass; length; time.
Dimensions:
  - dim: kmm, -1, 1 カ 1
  - dim: vlp, 0, 0 カ 0
  - dim: lnr, -6, -2 カ -2
  - dim: zns, 1, 2 カ 0
  - dim: nkn, -2, -2 カ 0
  - dim: vrs, 0, 4 カ -2
  - dim: prl, 1, 0 カ 0
  - dim: ltz, 2, 0 カ 2
  - dim: ttr, 3, 2 カ 2
Equations:
  - q1 vrs zns 2 power of ltz 1 power of divided by zns 2 power of ltz -1 power of times vlp times plus equal
  - q2 ttr ltz 1 power of zns 1 power of times ltz 1 power of zns -1 power of divided by vlp times plus equal
  - q3 prl zns -1 power of nkn -1 power of times equal
  - q4 lnr nkn 2 power of ltz -1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: kmm, -1, 1 ынкъам 1
  - dim: vlp, 0, 0 ынкъам 0
  - dim: lnr, -6, -2 ынкъам -2
  - dim: zns, 1, 2 ынкъам 0
  - dim: nkn, -2, -2 ынкъам 0
  - dim: vrs, 0, 4 ынкъам -2
  - dim: prl, 1, 0 ынкъам 0
  - dim: ltz, 2, 0 ынкъам 2
  - dim: ttr, 3, 2 ынкъам 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
Dimensionally impossible what?

Base dimensions: mass; chowakil; k’iin.
Dimensions:
  - dim: kmm, -1, 1 yéetel 1
  - dim: vlp, 0, 0 yéetel 0
  - dim: lnr, -6, -2 yéetel -2
  - dim: zns, 1, 2 yéetel 0
  - dim: nkn, -2, -2 yéetel 0
  - dim: vrs, 0, 4 yéetel -2
  - dim: prl, 1, 0 yéetel 0
  - dim: ltz, 2, 0 yéetel 2
  - dim: ttr, 3, 2 yéetel 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
Dimensionally impossible what?

Base dimensions: mę̀soʼóna; length; time.
Dimensions:
  - dim: kmm, -1, 1 1
  - dim: vlp, 0, 0 0
  - dim: lnr, -6, -2 -2
  - dim: zns, 1, 2 0
  - dim: nkn, -2, -2 0
  - dim: vrs, 0, 4 -2
  - dim: prl, 1, 0 0
  - dim: ltz, 2, 0 2
  - dim: ttr, 3, 2 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
Dimensionally impossible híli?

Base dimensions: mass; length; time.
Dimensions:
  - dim: kmm, -1, 1 na 1
  - dim: vlp, 0, 0 na 0
  - dim: lnr, -6, -2 na -2
  - dim: zns, 1, 2 na 0
  - dim: nkn, -2, -2 na 0
  - dim: vrs, 0, 4 na -2
  - dim: prl, 1, 0 na 0
  - dim: ltz, 2, 0 na 2
  - dim: ttr, 3, 2 na 2
Equations:
  - q1 vrs zns 2 power of ltz 1 power of divided by zns 2 power of ltz -1 power of times vlp times plus equal
  - q2 ttr ltz 1 power of zns 1 power of times ltz 1 power of zns -1 power of divided by vlp times plus equal
  - q3 prl zns -1 power of nkn -1 power of times equal
  - q4 lnr nkn 2 power of ltz -1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; ára.
Dimensions:
  - dim: kmm, -1, 1 1
  - dim: vlp, 0, 0 0
  - dim: lnr, -6, -2 -2
  - dim: zns, 1, 2 0
  - dim: nkn, -2, -2 0
  - dim: vrs, 0, 4 -2
  - dim: prl, 1, 0 0
  - dim: ltz, 2, 0 2
  - dim: ttr, 3, 2 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
Dimensionally impossible what?

Base dimensions: mass; length; pacha.
Dimensions:
  - dim: kmm, -1, 1 1
  - dim: vlp, 0, 0 0
  - dim: lnr, -6, -2 -2
  - dim: zns, 1, 2 0
  - dim: nkn, -2, -2 0
  - dim: vrs, 0, 4 -2
  - dim: prl, 1, 0 0
  - dim: ltz, 2, 0 2
  - dim: ttr, 3, 2 2
Equations:
  - q1 vrs zns 2 power of ltz 1 power of divided by zns 2 power of ltz -1 power of times vlp times plus equal
  - q2 ttr ltz 1 power of zns 1 power of times ltz 1 power of zns -1 power of divided by vlp times plus equal
  - q3 prl zns -1 power of nkn -1 power of times equal
  - q4 lnr nkn 2 power of ltz -1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; nàa kòo.
Dimensions:
  - dim: kmm, -1, 1 ǂʻá 1
  - dim: vlp, 0, 0 ǂʻá 0
  - dim: lnr, -6, -2 ǂʻá -2
  - dim: zns, 1, 2 ǂʻá 0
  - dim: nkn, -2, -2 ǂʻá 0
  - dim: vrs, 0, 4 ǂʻá -2
  - dim: prl, 1, 0 ǂʻá 0
  - dim: ltz, 2, 0 ǂʻá 2
  - dim: ttr, 3, 2 ǂʻá 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
Dimensionally impossible what?

Base dimensions: mass; length; ыр.
Dimensions:
  - dim: kmm, -1, 1 1
  - dim: vlp, 0, 0 0
  - dim: lnr, -6, -2 -2
  - dim: zns, 1, 2 0
  - dim: nkn, -2, -2 0
  - dim: vrs, 0, 4 -2
  - dim: prl, 1, 0 0
  - dim: ltz, 2, 0 2
  - dim: ttr, 3, 2 2
Equations:
  - q1 vrs zns 2 power of ltz 1 power of divided by zns 2 power of ltz -1 power of times vlp times plus equal
  - q2 ttr ltz 1 power of zns 1 power of times ltz 1 power of zns -1 power of divided by vlp times plus equal
  - q3 prl zns -1 power of nkn -1 power of times equal
  - q4 lnr nkn 2 power of ltz -1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: kmm, -1, 1 1
  - dim: vlp, 0, 0 0
  - dim: lnr, -6, -2 -2
  - dim: zns, 1, 2 0
  - dim: nkn, -2, -2 0
  - dim: vrs, 0, 4 -2
  - dim: prl, 1, 0 0
  - dim: ltz, 2, 0 2
  - dim: ttr, 3, 2 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: kmm, -1, 1 1
  - dim: vlp, 0, 0 0
  - dim: lnr, -6, -2 -2
  - dim: zns, 1, 2 0
  - dim: nkn, -2, -2 0
  - dim: vrs, 0, 4 -2
  - dim: prl, 1, 0 0
  - dim: ltz, 2, 0 2
  - dim: ttr, 3, 2 2
Equations:
  - q1 vrs zns 2 power of ltz 1 power of divided by zns 2 power of ltz -1 power of times vlp times plus equal
  - q2 ttr ltz 1 power of zns 1 power of times ltz 1 power of zns -1 power of divided by vlp times plus equal
  - q3 prl zns -1 power of nkn -1 power of times equal
  - q4 lnr nkn 2 power of ltz -1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: kmm, -1, 1 1
  - dim: vlp, 0, 0 0
  - dim: lnr, -6, -2 -2
  - dim: zns, 1, 2 0
  - dim: nkn, -2, -2 0
  - dim: vrs, 0, 4 -2
  - dim: prl, 1, 0 0
  - dim: ltz, 2, 0 2
  - dim: ttr, 3, 2 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
Dimensionally impossible what?

Base dimensions: mass; length; kawit.
Dimensions:
  - dim: kmm, -1, 1 1
  - dim: vlp, 0, 0 0
  - dim: lnr, -6, -2 -2
  - dim: zns, 1, 2 0
  - dim: nkn, -2, -2 0
  - dim: vrs, 0, 4 -2
  - dim: prl, 1, 0 0
  - dim: ltz, 2, 0 2
  - dim: ttr, 3, 2 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
Dimensionally impossible tay?

Base dimensions : masse ; longueur ; temps.
Dimensions :
  - tamisé: kmm, -1, 1 et 1
  - tamisé: vlp, 0, 0 et 0
  - tamisé: lnr, -6, -2 et -2
  - tamisé: zns, 1, 2 et 0
  - tamisé: nkn, -2, -2 et 0
  - tamisé: vrs, 0, 4 et -2
  - tamisé: prl, 1, 0 et 0
  - tamisé: ltz, 2, 0 et 2
  - tamisé: ttr, 3, 2 et 2
Équations :
  - q1 vrs égaler à zns pouvoir de 2 divided par ltz pouvoir de 1 plus zns pouvoir de 2 fois ltz pouvoir de -1 fois vlp
  - q2 ttr égaler à ltz pouvoir de 1 fois zns pouvoir de 1 plus ltz pouvoir de 1 divided par zns pouvoir de -1 fois vlp
  - q3 prl égaler à zns pouvoir de -1 fois nkn pouvoir de -1
  - q4 lnr égaler à nkn pouvoir de 2 fois ltz pouvoir de -1
Quoi dimensionally impossible ?

Fundo dimensio: amaso; longo; tempo.
Dimensio:
  - dim: kmm, -1, 1 kaj 1
  - dim: vlp, 0, 0 kaj 0
  - dim: lnr, -6, -2 kaj -2
  - dim: zns, 1, 2 kaj 0
  - dim: nkn, -2, -2 kaj 0
  - dim: vrs, 0, 4 kaj -2
  - dim: prl, 1, 0 kaj 0
  - dim: ltz, 2, 0 kaj 2
  - dim: ttr, 3, 2 kaj 2
Ekvacio:
  - q1 vrs egali zns potenco de 2 dividita per ltz potenco de 1 plus zns potenco de 2 times ltz potenco de -1 times vlp
  - q2 ttr egali ltz potenco de 1 times zns potenco de 1 plus ltz potenco de 1 dividita per zns potenco de -1 times vlp
  - q3 prl egali zns potenco de -1 times nkn potenco de -1
  - q4 lnr egali nkn potenco de 2 times ltz potenco de -1
Dimensionally neebla kio?

Base dimensions: tömeg; hossz; idő.
Dimensions:
  - fénytelen: kmm, -1, 1 és 1
  - fénytelen: vlp, 0, 0 és 0
  - fénytelen: lnr, -6, -2 és -2
  - fénytelen: zns, 1, 2 és 0
  - fénytelen: nkn, -2, -2 és 0
  - fénytelen: vrs, 0, 4 és -2
  - fénytelen: prl, 1, 0 és 0
  - fénytelen: ltz, 2, 0 és 2
  - fénytelen: ttr, 3, 2 és 2
Egyenletek:
  - q1 vrs egyenlő zns hatalom of 2 divided által ltz hatalom of 1 meg zns hatalom of 2 times ltz hatalom of -1 times vlp
  - q2 ttr egyenlő ltz hatalom of 1 times zns hatalom of 1 meg ltz hatalom of 1 divided által zns hatalom of -1 times vlp
  - q3 prl egyenlő zns hatalom of -1 times nkn hatalom of -1
  - q4 lnr egyenlő nkn hatalom of 2 times ltz hatalom of -1
Dimensionally lehetetlen melyik?

base dimensions:mass; 長度; 時間.
dimensions:
  - dim:kmm, -1, 1及1
  - dim:vlp, 0, 0及0
  - dim:lnr, -6, -2及-2
  - dim:zns, 1, 2及0
  - dim:nkn, -2, -2及0
  - dim:vrs, 0, 4及-2
  - dim:prl, 1, 0及0
  - dim:ltz, 2, 0及2
  - dim:ttr, 3, 2及2
equations:
  - q1:vrs匹敵zns電力...嘅2divided……之前ltz電力...嘅1pluszns電力...嘅2timesltz電力...嘅-1timesvlp
  - q2:ttr匹敵ltz電力...嘅1timeszns電力...嘅1plusltz電力...嘅1divided……之前zns電力...嘅-1timesvlp
  - q3:prl匹敵zns電力...嘅-1timesnkn電力...嘅-1
  - q4:lnr匹敵nkn電力...嘅2timesltz電力...嘅-1
dimensionally冇可能嘅乜嘢?

Base dimensions: mass; length; time.
Dimensions:
  - dim: kmm, -1, 1 とぅ 1
  - dim: vlp, 0, 0 とぅ 0
  - dim: lnr, -6, -2 とぅ -2
  - dim: zns, 1, 2 とぅ 0
  - dim: nkn, -2, -2 とぅ 0
  - dim: vrs, 0, 4 とぅ -2
  - dim: prl, 1, 0 とぅ 0
  - dim: ltz, 2, 0 とぅ 2
  - dim: ttr, 3, 2 とぅ 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
Dimensionally impossible what?

Base dimensions: масса; ұзындық; уақыт.
Dimensions:
  - dim: kmm, -1, 1 және 1
  - dim: vlp, 0, 0 және 0
  - dim: lnr, -6, -2 және -2
  - dim: zns, 1, 2 және 0
  - dim: nkn, -2, -2 және 0
  - dim: vrs, 0, 4 және -2
  - dim: prl, 1, 0 және 0
  - dim: ltz, 2, 0 және 2
  - dim: ttr, 3, 2 және 2
Теңдеу:
  - q1 vrs equal zns билік туралы 2 divided қасында ltz билік туралы 1 plus zns билік туралы 2 times ltz билік туралы -1 times vlp
  - q2 ttr equal ltz билік туралы 1 times zns билік туралы 1 plus ltz билік туралы 1 divided қасында zns билік туралы -1 times vlp
  - q3 prl equal zns билік туралы -1 times nkn билік туралы -1
  - q4 lnr equal nkn билік туралы 2 times ltz билік туралы -1
Dimensionally impossible не?

בָּסִיס מֵמַד: מַסָּה; length; זְמָן.
מֵמַד:
  - כהה: kmm, -1, 1 וְ־ 1
  - כהה: vlp, 0, 0 וְ־ 0
  - כהה: lnr, -6, -2 וְ־ -2
  - כהה: zns, 1, 2 וְ־ 0
  - כהה: nkn, -2, -2 וְ־ 0
  - כהה: vrs, 0, 4 וְ־ -2
  - כהה: prl, 1, 0 וְ־ 0
  - כהה: ltz, 2, 0 וְ־ 2
  - כהה: ttr, 3, 2 וְ־ 2
equations:
  - q1 vrs שָׁוֶה zns חַשְׁמַל שֶׁל 2 divided על ידי ltz חַשְׁמַל שֶׁל 1 פלוס zns חַשְׁמַל שֶׁל 2 times ltz חַשְׁמַל שֶׁל -1 times vlp
  - q2 ttr שָׁוֶה ltz חַשְׁמַל שֶׁל 1 times zns חַשְׁמַל שֶׁל 1 פלוס ltz חַשְׁמַל שֶׁל 1 divided על ידי zns חַשְׁמַל שֶׁל -1 times vlp
  - q3 prl שָׁוֶה zns חַשְׁמַל שֶׁל -1 times nkn חַשְׁמַל שֶׁל -1
  - q4 lnr שָׁוֶה nkn חַשְׁמַל שֶׁל 2 times ltz חַשְׁמַל שֶׁל -1
איזה dimensionally בלתי־אפשרי?

Base dimensions: mass; length; ჟამი.
Dimensions:
  - dim: kmm, -1, 1 დო 1
  - dim: vlp, 0, 0 დო 0
  - dim: lnr, -6, -2 დო -2
  - dim: zns, 1, 2 დო 0
  - dim: nkn, -2, -2 დო 0
  - dim: vrs, 0, 4 დო -2
  - dim: prl, 1, 0 დო 0
  - dim: ltz, 2, 0 დო 2
  - dim: ttr, 3, 2 დო 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
Dimensionally impossible what?

Dasar matra-matra: misa; panjang; waktu.
Matra-matra:
  - dim: kmm, -1, 1 dan 1
  - dim: vlp, 0, 0 dan 0
  - dim: lnr, -6, -2 dan -2
  - dim: zns, 1, 2 dan 0
  - dim: nkn, -2, -2 dan 0
  - dim: vrs, 0, 4 dan -2
  - dim: prl, 1, 0 dan 0
  - dim: ltz, 2, 0 dan 2
  - dim: ttr, 3, 2 dan 2
Persamaan-persamaan:
  - q1 vrs sederajat zns kekuasaan dari 2 divided kena ltz kekuasaan dari 1 plus zns kekuasaan dari 2 kali ltz kekuasaan dari -1 kali vlp
  - q2 ttr sederajat ltz kekuasaan dari 1 kali zns kekuasaan dari 1 plus ltz kekuasaan dari 1 divided kena zns kekuasaan dari -1 kali vlp
  - q3 prl sederajat zns kekuasaan dari -1 kali nkn kekuasaan dari -1
  - q4 lnr sederajat nkn kekuasaan dari 2 kali ltz kekuasaan dari -1
Dimensionally mustahil apa?

មូលដ្ឋានវិមាត្រ:ម៉ាស; ប្រវែង; កាល.
វិមាត្រ:
  - dim:kmm, -1, 1នឹង1
  - dim:vlp, 0, 0នឹង0
  - dim:lnr, -6, -2នឹង-2
  - dim:zns, 1, 2នឹង0
  - dim:nkn, -2, -2នឹង0
  - dim:vrs, 0, 4នឹង-2
  - dim:prl, 1, 0នឹង0
  - dim:ltz, 2, 0នឹង2
  - dim:ttr, 3, 2នឹង2
សមីការ:
  - q1:vrsស្មើនឹងznsអំណាចនៃ2divided byltzអំណាចនៃ1បូកznsអំណាចនៃ2គុណltzអំណាចនៃ-1គុណvlp
  - q2:ttrស្មើនឹងltzអំណាចនៃ1គុណznsអំណាចនៃ1បូកltzអំណាចនៃ1divided byznsអំណាចនៃ-1គុណvlp
  - q3:prlស្មើនឹងznsអំណាចនៃ-1គុណnknអំណាចនៃ-1
  - q4:lnrស្មើនឹងnknអំណាចនៃ2គុណltzអំណាចនៃ-1
dimensionallyមិនអាចទៅរួចអី?

base dimensions:ມວນ; ຄວາມຍາວ; ເວລາ.
dimensions:
  - dim:kmm, -1, 1ແລະ1
  - dim:vlp, 0, 0ແລະ0
  - dim:lnr, -6, -2ແລະ-2
  - dim:zns, 1, 2ແລະ0
  - dim:nkn, -2, -2ແລະ0
  - dim:vrs, 0, 4ແລະ-2
  - dim:prl, 1, 0ແລະ0
  - dim:ltz, 2, 0ແລະ2
  - dim:ttr, 3, 2ແລະ2
ສົມຜົນ:
  - q1:vrsequalznsອາຍາຂອງ2divided byltzອາຍາຂອງ1plusznsອາຍາຂອງ2timesltzອາຍາຂອງ-1timesvlp
  - q2:ttrequalltzອາຍາຂອງ1timesznsອາຍາຂອງ1plusltzອາຍາຂອງ1divided byznsອາຍາຂອງ-1timesvlp
  - q3:prlequalznsອາຍາຂອງ-1timesnknອາຍາຂອງ-1
  - q4:lnrequalnknອາຍາຂອງ2timesltzອາຍາຂອງ-1
dimensionally impossibleຫຍັງ?

base dimensions: mass; పొడవు; సంఘటన.
dimensions:
  - మసక: kmm, -1, 1 మరియు 1
  - మసక: vlp, 0, 0 మరియు 0
  - మసక: lnr, -6, -2 మరియు -2
  - మసక: zns, 1, 2 మరియు 0
  - మసక: nkn, -2, -2 మరియు 0
  - మసక: vrs, 0, 4 మరియు -2
  - మసక: prl, 1, 0 మరియు 0
  - మసక: ltz, 2, 0 మరియు 2
  - మసక: ttr, 3, 2 మరియు 2
equations:
  - q1 vrs zns 2 పలుకుబడి of ltz 1 పలుకుబడి of divided by zns 2 పలుకుబడి of ltz -1 పలుకుబడి of times vlp times plus equal
  - q2 ttr ltz 1 పలుకుబడి of zns 1 పలుకుబడి of times ltz 1 పలుకుబడి of zns -1 పలుకుబడి of divided by vlp times plus equal
  - q3 prl zns -1 పలుకుబడి of nkn -1 పలుకుబడి of times equal
  - q4 lnr nkn 2 పలుకుబడి of ltz -1 పలుకుబడి of times equal
dimensionally impossible ఏమిటి?

Base dimensions: mass; length; ìgbà.
Dimensions:
  - dim: kmm, -1, 1 1
  - dim: vlp, 0, 0 0
  - dim: lnr, -6, -2 -2
  - dim: zns, 1, 2 0
  - dim: nkn, -2, -2 0
  - dim: vrs, 0, 4 -2
  - dim: prl, 1, 0 0
  - dim: ltz, 2, 0 2
  - dim: ttr, 3, 2 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
What dimensionally impossible?

Base dimensions: mass; length; time.
Dimensions:
  - dim: kmm, -1, 1 1
  - dim: vlp, 0, 0 0
  - dim: lnr, -6, -2 -2
  - dim: zns, 1, 2 0
  - dim: nkn, -2, -2 0
  - dim: vrs, 0, 4 -2
  - dim: prl, 1, 0 0
  - dim: ltz, 2, 0 2
  - dim: ttr, 3, 2 2
Equations:
  - q1 vrs zns 2 power of ltz 1 power of divided by zns 2 power of ltz -1 power of times vlp times plus equal
  - q2 ttr ltz 1 power of zns 1 power of times ltz 1 power of zns -1 power of divided by vlp times plus equal
  - q3 prl zns -1 power of nkn -1 power of times equal
  - q4 lnr nkn 2 power of ltz -1 power of times equal
Dimensionally impossible what?

base dimensions: mass; length; time.
dimensions:
  - dim: kmm, -1, 1 1
  - dim: vlp, 0, 0 0
  - dim: lnr, -6, -2 -2
  - dim: zns, 1, 2 0
  - dim: nkn, -2, -2 0
  - dim: vrs, 0, 4 -2
  - dim: prl, 1, 0 0
  - dim: ltz, 2, 0 2
  - dim: ttr, 3, 2 2
equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
dimensionally impossible what?

Base dimensions: mass; langa; time.
Dimensions:
  - dim: kmm, -1, 1 1
  - dim: vlp, 0, 0 0
  - dim: lnr, -6, -2 -2
  - dim: zns, 1, 2 0
  - dim: nkn, -2, -2 0
  - dim: vrs, 0, 4 -2
  - dim: prl, 1, 0 0
  - dim: ltz, 2, 0 2
  - dim: ttr, 3, 2 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: kmm, -1, 1 1
  - dim: vlp, 0, 0 0
  - dim: lnr, -6, -2 -2
  - dim: zns, 1, 2 0
  - dim: nkn, -2, -2 0
  - dim: vrs, 0, 4 -2
  - dim: prl, 1, 0 0
  - dim: ltz, 2, 0 2
  - dim: ttr, 3, 2 2
Equations:
  - q1 vrs equal zns power of 2 divided by ltz power of 1 plus zns power of 2 times ltz power of -1 times vlp
  - q2 ttr equal ltz power of 1 times zns power of 1 plus ltz power of 1 divided by zns power of -1 times vlp
  - q3 prl equal zns power of -1 times nkn power of -1
  - q4 lnr equal nkn power of 2 times ltz power of -1
Dimensionally impossible what?

Base dimensions: mass; length; вахт.
Dimensions:
  - dim: kmm, -1, 1 1
  - dim: vlp, 0, 0 0
  - dim: lnr, -6, -2 -2
  - dim: zns, 1, 2 0
  - dim: nkn, -2, -2 0
  - dim: vrs, 0, 4 -2
  - dim: prl, 1, 0 0
  - dim: ltz, 2, 0 2
  - dim: ttr, 3, 2 2
Equations:
  - q1 vrs zns 2 power of ltz 1 power of divided by zns 2 power of ltz -1 power of times vlp times plus equal
  - q2 ttr ltz 1 power of zns 1 power of times ltz 1 power of zns -1 power of divided by vlp times plus equal
  - q3 prl zns -1 power of nkn -1 power of times equal
  - q4 lnr nkn 2 power of ltz -1 power of times equal
Dimensionally impossible вуч?

Base dimensions: mass; length; time.
Dimensions:
  - dim: npp, -5, 0 and 0
  - dim: lkz, -4, -3 and -3
  - dim: rpk, 0, 0 and 0
  - dim: nkv, -1, -1 and -1
  - dim: vnm, 2, 1 and 1
  - dim: tln, -1, 1 and 2
  - dim: snr, 0, 2 and -1
  - dim: lmk, -3, -1 and -1
  - dim: zpr, 1, 3 and 4
Equations:
  - q1 npp equals tln to the power 1 divided by vnm to the power 2
  - q2 lkz equals nkv to the power 2 times vnm to the power -1
  - q3 zpr equals tln to the power 1 divided by nkv to the power 2 plus tln to the power 1 times nkv to the power -2 times rpk
  - q4 lmk equals nkv to the power -1 divided by vnm to the power 2 plus nkv to the power -1 times vnm to the power -2 times rpk
What is the dimensionally impossible?

Las dimensiones básicas son: masa; longitud; tiempo.
Las dimensiones son:
  - las dimensiones de: npp, -5, 0 y 0
  - las dimensiones de: lkz, -4, -3 y -3
  - las dimensiones de: rpk, 0, 0 y 0
  - las dimensiones de: nkv, -1, -1 y -1
  - las dimensiones de: vnm, 2, 1 y 1
  - las dimensiones de: tln, -1, 1 y 2
  - las dimensiones de: snr, 0, 2 y -1
  - las dimensiones de: lmk, -3, -1 y -1
  - las dimensiones de: zpr, 1, 3 y 4
Las ecuaciones son:
  - q1: npp es igual a tln elevado a 1 dividido por vnm elevado a 2
  - q2: lkz es igual a nkv elevado a 2 por vnm elevado a -1
  - q3: zpr es igual a tln elevado a 1 dividido por nkv elevado a 2 más tln elevado a 1 por nkv elevado a -2 por rpk
  - q4: lmk es igual a nkv elevado a -1 dividido por vnm elevado a 2 más nkv elevado a -1 por vnm elevado a -2 por rpk
¿Qué dimensionally impossible?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：npp、-5、0和0
  - 的量纲是：lkz、-4、-3和-3
  - 的量纲是：rpk、0、0和0
  - 的量纲是：nkv、-1、-1和-1
  - 的量纲是：vnm、2、1和1
  - 的量纲是：tln、-1、1和2
  - 的量纲是：snr、0、2和-1
  - 的量纲是：lmk、-3、-1和-1
  - 的量纲是：zpr、1、3和4
方程如下：q1：npp等于tln的次方是1除以vnm的次方是2；q2：lkz等于nkv的次方是2乘以vnm的次方是-1；q3：zpr等于tln的次方是1除以nkv的次方是2加tln的次方是1乘以nkv的次方是-2乘以rpk；q4：lmk等于nkv的次方是-1除以vnm的次方是2加nkv的次方是-1乘以vnm的次方是-2乘以rpk。
dimensionally impossible什么？

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: npp, -5, 0 ve 0
  - dim: lkz, -4, -3 ve -3
  - dim: rpk, 0, 0 ve 0
  - dim: nkv, -1, -1 ve -1
  - dim: vnm, 2, 1 ve 1
  - dim: tln, -1, 1 ve 2
  - dim: snr, 0, 2 ve -1
  - dim: lmk, -3, -1 ve -1
  - dim: zpr, 1, 3 ve 4
Equations:
  - q1: npp tln 1 power vnm 2 power bölü eşittir
  - q2: lkz nkv 2 power vnm -1 power çarpı eşittir
  - q3: zpr tln 1 power nkv 2 power bölü tln 1 power nkv -2 power çarpı rpk çarpı artı eşittir
  - q4: lmk nkv -1 power vnm 2 power bölü nkv -1 power vnm -2 power çarpı rpk çarpı artı eşittir
Dimensionally impossible ne?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: npp, -5, 0 na 0
  - dim: lkz, -4, -3 na -3
  - dim: rpk, 0, 0 na 0
  - dim: nkv, -1, -1 na -1
  - dim: vnm, 2, 1 na 1
  - dim: tln, -1, 1 na 2
  - dim: snr, 0, 2 na -1
  - dim: lmk, -3, -1 na -1
  - dim: zpr, 1, 3 na 4
Equations:
  - q1: npp ni sawa na tln power ya 1 divided by vnm power ya 2
  - q2: lkz ni sawa na nkv power ya 2 times vnm power ya -1
  - q3: zpr ni sawa na tln power ya 1 divided by nkv power ya 2 plus tln power ya 1 times nkv power ya -2 times rpk
  - q4: lmk ni sawa na nkv power ya -1 divided by vnm power ya 2 plus nkv power ya -1 times vnm power ya -2 times rpk
Dimensionally impossible nini?

Base dimensions: mass; length; time.
Dimensions:
  - dim: npp, -5, 0 and 0
  - dim: lkz, -4, -3 and -3
  - dim: rpk, 0, 0 and 0
  - dim: nkv, -1, -1 and -1
  - dim: vnm, 2, 1 and 1
  - dim: tln, -1, 1 and 2
  - dim: snr, 0, 2 and -1
  - dim: lmk, -3, -1 and -1
  - dim: zpr, 1, 3 and 4
Equations:
  - q1 npp equals tln to the power 1 divided by vnm to the power 2
  - q2 lkz equals nkv to the power 2 times vnm to the power -1
  - q3 zpr equals tln to the power 1 divided by nkv to the power 2 plus tln to the power 1 times nkv to the power -2 times rpk
  - q4 lmk equals nkv to the power -1 divided by vnm to the power 2 plus nkv to the power -1 times vnm to the power -2 times rpk
What is the dimensionally impossible?

{base_dimensions: [mass length time], dimensions: [(dim npp -5 0 0) (dim lkz -4 -3 -3) (dim rpk 0 0 0) (dim nkv -1 -1 -1) (dim vnm 2 1 1) (dim tln -1 1 2) (dim snr 0 2 -1) (dim lmk -3 -1 -1) (dim zpr 1 3 4)], equations: [(equation q1 (eq npp (div (pow tln 1) (pow vnm 2)))) (equation q2 (eq lkz (mul (pow nkv 2) (pow vnm -1)))) (equation q3 (eq zpr (add (div (pow tln 1) (pow nkv 2)) (mul (mul (pow tln 1) (pow nkv -2)) rpk)))) (equation q4 (eq lmk (add (div (pow nkv -1) (pow vnm 2)) (mul (mul (pow nkv -1) (pow vnm -2)) rpk))))], query: dimensionally_impossible}

Basis Dimensionen: Masse; Länge; Zeit.
Dimensionen:
  - dämmerig: npp, -5, 0 und 0
  - dämmerig: lkz, -4, -3 und -3
  - dämmerig: rpk, 0, 0 und 0
  - dämmerig: nkv, -1, -1 und -1
  - dämmerig: vnm, 2, 1 und 1
  - dämmerig: tln, -1, 1 und 2
  - dämmerig: snr, 0, 2 und -1
  - dämmerig: lmk, -3, -1 und -1
  - dämmerig: zpr, 1, 3 und 4
Gleichungen:
  - q1 npp gleichen tln Macht aus 1 geteilt mit vnm Macht aus 2
  - q2 lkz gleichen nkv Macht aus 2 mal vnm Macht aus -1
  - q3 zpr gleichen tln Macht aus 1 geteilt mit nkv Macht aus 2 plus tln Macht aus 1 mal nkv Macht aus -2 mal rpk
  - q4 lmk gleichen nkv Macht aus -1 geteilt mit vnm Macht aus 2 plus nkv Macht aus -1 mal vnm Macht aus -2 mal rpk
Was dimensionally unmöglich?

Base dimensions: маса; дужина; вре́ме.
Dimensions:
  - dim: npp, -5, 0 и 0
  - dim: lkz, -4, -3 и -3
  - dim: rpk, 0, 0 и 0
  - dim: nkv, -1, -1 и -1
  - dim: vnm, 2, 1 и 1
  - dim: tln, -1, 1 и 2
  - dim: snr, 0, 2 и -1
  - dim: lmk, -3, -1 и -1
  - dim: zpr, 1, 3 и 4
Једна̀чина:
  - q1 npp је̏дна̄к tln вла̑ст od 1 divided by vnm вла̑ст od 2
  - q2 lkz је̏дна̄к nkv вла̑ст od 2 times vnm вла̑ст od -1
  - q3 zpr је̏дна̄к tln вла̑ст od 1 divided by nkv вла̑ст od 2 plus tln вла̑ст od 1 times nkv вла̑ст od -2 times rpk
  - q4 lmk је̏дна̄к nkv вла̑ст od -1 divided by vnm вла̑ст od 2 plus nkv вла̑ст od -1 times vnm вла̑ст od -2 times rpk
Dimensionally немогућ kakav?

Perustus mitat: massa; pituus; aika.
Mitat:
  - himmeä: npp, -5, 0 ja 0
  - himmeä: lkz, -4, -3 ja -3
  - himmeä: rpk, 0, 0 ja 0
  - himmeä: nkv, -1, -1 ja -1
  - himmeä: vnm, 2, 1 ja 1
  - himmeä: tln, -1, 1 ja 2
  - himmeä: snr, 0, 2 ja -1
  - himmeä: lmk, -3, -1 ja -1
  - himmeä: zpr, 1, 3 ja 4
Yhtälöt:
  - q1 npp sama tln valta vaille 1 jaettu kautta vnm valta vaille 2
  - q2 lkz sama nkv valta vaille 2 kertaa vnm valta vaille -1
  - q3 zpr sama tln valta vaille 1 jaettu kautta nkv valta vaille 2 plus tln valta vaille 1 kertaa nkv valta vaille -2 kertaa rpk
  - q4 lmk sama nkv valta vaille -1 jaettu kautta vnm valta vaille 2 plus nkv valta vaille -1 kertaa vnm valta vaille -2 kertaa rpk
Mikä dimensionally mahdoton?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：npp、-5、0和0
  - 的量纲是：lkz、-4、-3和-3
  - 的量纲是：rpk、0、0和0
  - 的量纲是：nkv、-1、-1和-1
  - 的量纲是：vnm、2、1和1
  - 的量纲是：tln、-1、1和2
  - 的量纲是：snr、0、2和-1
  - 的量纲是：lmk、-3、-1和-1
  - 的量纲是：zpr、1、3和4
方程如下：q1：npp等于tln的次方是1除以vnm的次方是2；q2：lkz等于nkv的次方是2乘以vnm的次方是-1；q3：zpr等于tln的次方是1除以nkv的次方是2加tln的次方是1乘以nkv的次方是-2乘以rpk；q4：lmk等于nkv的次方是-1除以vnm的次方是2加nkv的次方是-1乘以vnm的次方是-2乘以rpk。
dimensionally impossible什么？

基礎面積:質量; 長さ; 時間.
面積:
  - 薄暗い:npp, -5, 0と0
  - 薄暗い:lkz, -4, -3と-3
  - 薄暗い:rpk, 0, 0と0
  - 薄暗い:nkv, -1, -1と-1
  - 薄暗い:vnm, 2, 1と1
  - 薄暗い:tln, -1, 1と2
  - 薄暗い:snr, 0, 2と-1
  - 薄暗い:lmk, -3, -1と-1
  - 薄暗い:zpr, 1, 3と4
方程式:q1:npptln1力の中のvnm2力の中の分かれた…で等しい; q2:lkznkv2力の中のvnm-1力の中の掛ける等しい; q3:zprtln1力の中のnkv2力の中の分かれた…でtln1力の中のnkv-2力の中の掛けるrpk掛ける足す等しい; q4:lmknkv-1力の中のvnm2力の中の分かれた…でnkv-1力の中のvnm-2力の中の掛けるrpk掛ける足す等しい.
dimensionally不可能な何と?

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: npp, -5, 0 ve 0
  - dim: lkz, -4, -3 ve -3
  - dim: rpk, 0, 0 ve 0
  - dim: nkv, -1, -1 ve -1
  - dim: vnm, 2, 1 ve 1
  - dim: tln, -1, 1 ve 2
  - dim: snr, 0, 2 ve -1
  - dim: lmk, -3, -1 ve -1
  - dim: zpr, 1, 3 ve 4
Equations:
  - q1: npp tln 1 power vnm 2 power bölü eşittir
  - q2: lkz nkv 2 power vnm -1 power çarpı eşittir
  - q3: zpr tln 1 power nkv 2 power bölü tln 1 power nkv -2 power çarpı rpk çarpı artı eşittir
  - q4: lmk nkv -1 power vnm 2 power bölü nkv -1 power vnm -2 power çarpı rpk çarpı artı eşittir
Dimensionally impossible ne?

أَسَاس بُعْد: كُتْلَة؛ طُول؛ زَمَان.
بُعْد:
  - dim: npp، -5، 0 وَـ 0
  - dim: lkz، -4، -3 وَـ -3
  - dim: rpk، 0، 0 وَـ 0
  - dim: nkv، -1، -1 وَـ -1
  - dim: vnm، 2، 1 وَـ 1
  - dim: tln، -1، 1 وَـ 2
  - dim: snr، 0، 2 وَـ -1
  - dim: lmk، -3، -1 وَـ -1
  - dim: zpr، 1، 3 وَـ 4
مُعَادَلَة:
  - q1 equal npp divided بِـ قُوَّة مِنْ tln 1 قُوَّة مِنْ vnm 2
  - q2 equal lkz فِي قُوَّة مِنْ nkv 2 قُوَّة مِنْ vnm -1
  - q3 equal zpr زَائِد divided بِـ قُوَّة مِنْ tln 1 قُوَّة مِنْ nkv 2 فِي فِي قُوَّة مِنْ tln 1 قُوَّة مِنْ nkv -2 rpk
  - q4 equal lmk زَائِد divided بِـ قُوَّة مِنْ nkv -1 قُوَّة مِنْ vnm 2 فِي فِي قُوَّة مِنْ nkv -1 قُوَّة مِنْ vnm -2 rpk
dimensionally مُسْتَحِيل مَاذَا؟

Საფუძველი სიდიდეები: მასა; length; დრო.
Სიდიდეები:
  - dim: npp, -5, 0 და 0
  - dim: lkz, -4, -3 და -3
  - dim: rpk, 0, 0 და 0
  - dim: nkv, -1, -1 და -1
  - dim: vnm, 2, 1 და 1
  - dim: tln, -1, 1 და 2
  - dim: snr, 0, 2 და -1
  - dim: lmk, -3, -1 და -1
  - dim: zpr, 1, 3 და 4
Equations:
  - q1 npp tln 1 ძალაუფლება of vnm 2 ძალაუფლება of divided by თანასწორი
  - q2 lkz nkv 2 ძალაუფლება of vnm -1 ძალაუფლება of times თანასწორი
  - q3 zpr tln 1 ძალაუფლება of nkv 2 ძალაუფლება of divided by tln 1 ძალაუფლება of nkv -2 ძალაუფლება of times rpk times plus თანასწორი
  - q4 lmk nkv -1 ძალაუფლება of vnm 2 ძალაუფლება of divided by nkv -1 ძალაუფლება of vnm -2 ძალაუფლება of times rpk times plus თანასწორი
Dimensionally შეუძლებელი რა?

Base dimensions: papatipu; roa; wā.
Dimensions:
  - pongipongi: npp, -5, 0 me 0
  - pongipongi: lkz, -4, -3 me -3
  - pongipongi: rpk, 0, 0 me 0
  - pongipongi: nkv, -1, -1 me -1
  - pongipongi: vnm, 2, 1 me 1
  - pongipongi: tln, -1, 1 me 2
  - pongipongi: snr, 0, 2 me -1
  - pongipongi: lmk, -3, -1 me -1
  - pongipongi: zpr, 1, 3 me 4
Equations:
  - q1 equal npp divided nā awenga o tln 1 awenga o vnm 2
  - q2 equal lkz times awenga o nkv 2 awenga o vnm -1
  - q3 equal zpr ngahoro divided nā awenga o tln 1 awenga o nkv 2 times times awenga o tln 1 awenga o nkv -2 rpk
  - q4 equal lmk ngahoro divided nā awenga o nkv -1 awenga o vnm 2 times times awenga o nkv -1 awenga o vnm -2 rpk
Dimensionally tē-taea unutai?

Bazơ chiều: khối lượng; chiều dài; thời gian.
Chiều:
  - mờ: npp, -5, 0 và 0
  - mờ: lkz, -4, -3 và -3
  - mờ: rpk, 0, 0 và 0
  - mờ: nkv, -1, -1 và -1
  - mờ: vnm, 2, 1 và 1
  - mờ: tln, -1, 1 và 2
  - mờ: snr, 0, 2 và -1
  - mờ: lmk, -3, -1 và -1
  - mờ: zpr, 1, 3 và 4
Phương trình:
  - q1 npp equal tln quyền lực bằng 1 divided bằng cách vnm quyền lực bằng 2
  - q2 lkz equal nkv quyền lực bằng 2 nhân vnm quyền lực bằng -1
  - q3 zpr equal tln quyền lực bằng 1 divided bằng cách nkv quyền lực bằng 2 cộng tln quyền lực bằng 1 nhân nkv quyền lực bằng -2 nhân rpk
  - q4 lmk equal nkv quyền lực bằng -1 divided bằng cách vnm quyền lực bằng 2 cộng nkv quyền lực bằng -1 nhân vnm quyền lực bằng -2 nhân rpk
Dimensionally không thể gì?

ฐานมิติ:มวล; ความยาว; เวลา.
มิติ:
  - มัว:npp, -5, 0และ0
  - มัว:lkz, -4, -3และ-3
  - มัว:rpk, 0, 0และ0
  - มัว:nkv, -1, -1และ-1
  - มัว:vnm, 2, 1และ1
  - มัว:tln, -1, 1และ2
  - มัว:snr, 0, 2และ-1
  - มัว:lmk, -3, -1และ-1
  - มัว:zpr, 1, 3และ4
สมการ:
  - q1:nppเท่ากับtlnอำนาจของ1dividedโดยvnmอำนาจของ2
  - q2:lkzเท่ากับnkvอำนาจของ2คูณvnmอำนาจของ-1
  - q3:zprเท่ากับtlnอำนาจของ1dividedโดยnkvอำนาจของ2บวกtlnอำนาจของ1คูณnkvอำนาจของ-2คูณrpk
  - q4:lmkเท่ากับnkvอำนาจของ-1dividedโดยvnmอำนาจของ2บวกnkvอำนาจของ-1คูณvnmอำนาจของ-2คูณrpk
dimensionallyเป็นไปไม่ได้อะไร?

base dimensions: mass; நீளம்; நேரம்.
dimensions:
  - மங்கலான: npp, -5, 0 மற்றும் 0
  - மங்கலான: lkz, -4, -3 மற்றும் -3
  - மங்கலான: rpk, 0, 0 மற்றும் 0
  - மங்கலான: nkv, -1, -1 மற்றும் -1
  - மங்கலான: vnm, 2, 1 மற்றும் 1
  - மங்கலான: tln, -1, 1 மற்றும் 2
  - மங்கலான: snr, 0, 2 மற்றும் -1
  - மங்கலான: lmk, -3, -1 மற்றும் -1
  - மங்கலான: zpr, 1, 3 மற்றும் 4
சமன்பாடு:
  - q1 npp tln 1 கரண்ட் கொண்ட vnm 2 கரண்ட் கொண்ட divided by equal
  - q2 lkz nkv 2 கரண்ட் கொண்ட vnm -1 கரண்ட் கொண்ட times equal
  - q3 zpr tln 1 கரண்ட் கொண்ட nkv 2 கரண்ட் கொண்ட divided by tln 1 கரண்ட் கொண்ட nkv -2 கரண்ட் கொண்ட times rpk times plus equal
  - q4 lmk nkv -1 கரண்ட் கொண்ட vnm 2 கரண்ட் கொண்ட divided by nkv -1 கரண்ட் கொண்ட vnm -2 கரண்ட் கொண்ட times rpk times plus equal
dimensionally impossible என்ன?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: npp, -5, 0 na 0
  - dim: lkz, -4, -3 na -3
  - dim: rpk, 0, 0 na 0
  - dim: nkv, -1, -1 na -1
  - dim: vnm, 2, 1 na 1
  - dim: tln, -1, 1 na 2
  - dim: snr, 0, 2 na -1
  - dim: lmk, -3, -1 na -1
  - dim: zpr, 1, 3 na 4
Equations:
  - q1: npp ni sawa na tln power ya 1 divided by vnm power ya 2
  - q2: lkz ni sawa na nkv power ya 2 times vnm power ya -1
  - q3: zpr ni sawa na tln power ya 1 divided by nkv power ya 2 plus tln power ya 1 times nkv power ya -2 times rpk
  - q4: lmk ni sawa na nkv power ya -1 divided by vnm power ya 2 plus nkv power ya -1 times vnm power ya -2 times rpk
Dimensionally impossible nini?

Base dimensions: mass; nineezgo; ookił.
Dimensions:
  - dim: npp, -5, 0 dóó 0
  - dim: lkz, -4, -3 dóó -3
  - dim: rpk, 0, 0 dóó 0
  - dim: nkv, -1, -1 dóó -1
  - dim: vnm, 2, 1 dóó 1
  - dim: tln, -1, 1 dóó 2
  - dim: snr, 0, 2 dóó -1
  - dim: lmk, -3, -1 dóó -1
  - dim: zpr, 1, 3 dóó 4
Equations:
  - q1 npp tln 1 power of vnm 2 power of divided by equal
  - q2 lkz nkv 2 power of vnm -1 power of ahą́ą́h nániilyá equal
  - q3 zpr tln 1 power of nkv 2 power of divided by tln 1 power of nkv -2 power of ahą́ą́h nániilyá rpk ahą́ą́h nániilyá plus equal
  - q4 lmk nkv -1 power of vnm 2 power of divided by nkv -1 power of vnm -2 power of ahą́ą́h nániilyá rpk ahą́ą́h nániilyá plus equal
Dimensionally impossible haʼátʼíísh?

Base dimensions: mass; length; piffissaq.
Dimensions:
  - dim: npp, -5, 0 aamma 0
  - dim: lkz, -4, -3 aamma -3
  - dim: rpk, 0, 0 aamma 0
  - dim: nkv, -1, -1 aamma -1
  - dim: vnm, 2, 1 aamma 1
  - dim: tln, -1, 1 aamma 2
  - dim: snr, 0, 2 aamma -1
  - dim: lmk, -3, -1 aamma -1
  - dim: zpr, 1, 3 aamma 4
Assigiissitaq:
  - q1 npp tln 1 power of vnm 2 power of divided by equal
  - q2 lkz nkv 2 power of vnm -1 power of times equal
  - q3 zpr tln 1 power of nkv 2 power of divided by tln 1 power of nkv -2 power of times rpk times plus equal
  - q4 lmk nkv -1 power of vnm 2 power of divided by nkv -1 power of vnm -2 power of times rpk times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; taim.
Dimensions:
  - dim: npp, -5, 0 na 0
  - dim: lkz, -4, -3 na -3
  - dim: rpk, 0, 0 na 0
  - dim: nkv, -1, -1 na -1
  - dim: vnm, 2, 1 na 1
  - dim: tln, -1, 1 na 2
  - dim: snr, 0, 2 na -1
  - dim: lmk, -3, -1 na -1
  - dim: zpr, 1, 3 na 4
Equations:
  - q1 npp equal tln power bilong 1 divided by vnm power bilong 2
  - q2 lkz equal nkv power bilong 2 times vnm power bilong -1
  - q3 zpr equal tln power bilong 1 divided by nkv power bilong 2 plus tln power bilong 1 times nkv power bilong -2 times rpk
  - q4 lmk equal nkv power bilong -1 divided by vnm power bilong 2 plus nkv power bilong -1 times vnm power bilong -2 times rpk
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: npp, -5, 0 0
  - dim: lkz, -4, -3 -3
  - dim: rpk, 0, 0 0
  - dim: nkv, -1, -1 -1
  - dim: vnm, 2, 1 1
  - dim: tln, -1, 1 2
  - dim: snr, 0, 2 -1
  - dim: lmk, -3, -1 -1
  - dim: zpr, 1, 3 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
Dimensionally impossible kwèch?

Base dimensions: mass; length; ха.
Dimensions:
  - dim: npp, -5, 0 а 0
  - dim: lkz, -4, -3 а -3
  - dim: rpk, 0, 0 а 0
  - dim: nkv, -1, -1 а -1
  - dim: vnm, 2, 1 а 1
  - dim: tln, -1, 1 а 2
  - dim: snr, 0, 2 а -1
  - dim: lmk, -3, -1 а -1
  - dim: zpr, 1, 3 а 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
Dimensionally impossible фу?

기초 치수: 질량; 길이; 시간.
치수:
  - dim: npp, -5, 0 0
  - dim: lkz, -4, -3 -3
  - dim: rpk, 0, 0 0
  - dim: nkv, -1, -1 -1
  - dim: vnm, 2, 1 1
  - dim: tln, -1, 1 2
  - dim: snr, 0, 2 -1
  - dim: lmk, -3, -1 -1
  - dim: zpr, 1, 3 4
방정식:
  - q1 npp tln 1 힘 ...의 vnm 2 힘 ...의 divided ...로써 같다
  - q2 lkz nkv 2 힘 ...의 vnm -1 힘 ...의 곱하기 같다
  - q3 zpr tln 1 힘 ...의 nkv 2 힘 ...의 divided ...로써 tln 1 힘 ...의 nkv -2 힘 ...의 곱하기 rpk 곱하기 더하기 같다
  - q4 lmk nkv -1 힘 ...의 vnm 2 힘 ...의 divided ...로써 nkv -1 힘 ...의 vnm -2 힘 ...의 곱하기 rpk 곱하기 더하기 같다
dimensionally 불가능하다 무엇?

Base dimensions: masa; length; denbora.
Dimensions:
  - dim: npp, -5, 0 eta 0
  - dim: lkz, -4, -3 eta -3
  - dim: rpk, 0, 0 eta 0
  - dim: nkv, -1, -1 eta -1
  - dim: vnm, 2, 1 eta 1
  - dim: tln, -1, 1 eta 2
  - dim: snr, 0, 2 eta -1
  - dim: lmk, -3, -1 eta -1
  - dim: zpr, 1, 3 eta 4
Ekuazio:
  - q1 npp tln 1 power of vnm 2 power of divided by berdin
  - q2 lkz nkv 2 power of vnm -1 power of bider berdin
  - q3 zpr tln 1 power of nkv 2 power of divided by tln 1 power of nkv -2 power of bider rpk bider gehi berdin
  - q4 lmk nkv -1 power of vnm 2 power of divided by nkv -1 power of vnm -2 power of bider rpk bider gehi berdin
Dimensionally impossible zer?

Base dimensions: mass; ᏂᎦᏅᎯᏒ; ᎠᎵᏱᎵᏒ.
ᏂᎦᏅᎯᏒ:
  - dim: npp, -5, 0 ᎠᎴ 0
  - dim: lkz, -4, -3 ᎠᎴ -3
  - dim: rpk, 0, 0 ᎠᎴ 0
  - dim: nkv, -1, -1 ᎠᎴ -1
  - dim: vnm, 2, 1 ᎠᎴ 1
  - dim: tln, -1, 1 ᎠᎴ 2
  - dim: snr, 0, 2 ᎠᎴ -1
  - dim: lmk, -3, -1 ᎠᎴ -1
  - dim: zpr, 1, 3 ᎠᎴ 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
What dimensionally impossible?

Base dimensions: mass; karu kay; pacha.
Dimensions:
  - dim: npp, -5, 0 0
  - dim: lkz, -4, -3 -3
  - dim: rpk, 0, 0 0
  - dim: nkv, -1, -1 -1
  - dim: vnm, 2, 1 1
  - dim: tln, -1, 1 2
  - dim: snr, 0, 2 -1
  - dim: lmk, -3, -1 -1
  - dim: zpr, 1, 3 4
Paqtachani:
  - q1 npp paqta tln power of 1 divided by vnm power of 2
  - q2 lkz paqta nkv power of 2 times vnm power of -1
  - q3 zpr paqta tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk paqta nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
Dimensionally impossible what?

Base dimensions: mass; length; гъо.
Dimensions:
  - dim: npp, -5, 0 ыкӏи 0
  - dim: lkz, -4, -3 ыкӏи -3
  - dim: rpk, 0, 0 ыкӏи 0
  - dim: nkv, -1, -1 ыкӏи -1
  - dim: vnm, 2, 1 ыкӏи 1
  - dim: tln, -1, 1 ыкӏи 2
  - dim: snr, 0, 2 ыкӏи -1
  - dim: lmk, -3, -1 ыкӏи -1
  - dim: zpr, 1, 3 ыкӏи 4
Equations:
  - q1 npp tln 1 power of vnm 2 power of divided by equal
  - q2 lkz nkv 2 power of vnm -1 power of times equal
  - q3 zpr tln 1 power of nkv 2 power of divided by tln 1 power of nkv -2 power of times rpk times plus equal
  - q4 lmk nkv -1 power of vnm 2 power of divided by nkv -1 power of vnm -2 power of times rpk times plus equal
Dimensionally impossible сыд?

Base dimensions: mass; length; sijhawm.
Dimensions:
  - dim: npp, -5, 0 thiab 0
  - dim: lkz, -4, -3 thiab -3
  - dim: rpk, 0, 0 thiab 0
  - dim: nkv, -1, -1 thiab -1
  - dim: vnm, 2, 1 thiab 1
  - dim: tln, -1, 1 thiab 2
  - dim: snr, 0, 2 thiab -1
  - dim: lmk, -3, -1 thiab -1
  - dim: zpr, 1, 3 thiab 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: npp, -5, 0 0
  - dim: lkz, -4, -3 -3
  - dim: rpk, 0, 0 0
  - dim: nkv, -1, -1 -1
  - dim: vnm, 2, 1 1
  - dim: tln, -1, 1 2
  - dim: snr, 0, 2 -1
  - dim: lmk, -3, -1 -1
  - dim: zpr, 1, 3 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
Dimensionally impossible ining-jak?

Base dimensions: mass; length; time.
Dimensions:
  - dim: npp, -5, 0 micha' 0
  - dim: lkz, -4, -3 micha' -3
  - dim: rpk, 0, 0 micha' 0
  - dim: nkv, -1, -1 micha' -1
  - dim: vnm, 2, 1 micha' 1
  - dim: tln, -1, 1 micha' 2
  - dim: snr, 0, 2 micha' -1
  - dim: lmk, -3, -1 micha' -1
  - dim: zpr, 1, 3 micha' 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
Dimensionally impossible nanta?

Base dimensions: mass; length; time.
Dimensions:
  - dim: npp, -5, 0 カ 0
  - dim: lkz, -4, -3 カ -3
  - dim: rpk, 0, 0 カ 0
  - dim: nkv, -1, -1 カ -1
  - dim: vnm, 2, 1 カ 1
  - dim: tln, -1, 1 カ 2
  - dim: snr, 0, 2 カ -1
  - dim: lmk, -3, -1 カ -1
  - dim: zpr, 1, 3 カ 4
Equations:
  - q1 npp tln 1 power of vnm 2 power of divided by equal
  - q2 lkz nkv 2 power of vnm -1 power of times equal
  - q3 zpr tln 1 power of nkv 2 power of divided by tln 1 power of nkv -2 power of times rpk times plus equal
  - q4 lmk nkv -1 power of vnm 2 power of divided by nkv -1 power of vnm -2 power of times rpk times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: npp, -5, 0 ынкъам 0
  - dim: lkz, -4, -3 ынкъам -3
  - dim: rpk, 0, 0 ынкъам 0
  - dim: nkv, -1, -1 ынкъам -1
  - dim: vnm, 2, 1 ынкъам 1
  - dim: tln, -1, 1 ынкъам 2
  - dim: snr, 0, 2 ынкъам -1
  - dim: lmk, -3, -1 ынкъам -1
  - dim: zpr, 1, 3 ынкъам 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
Dimensionally impossible what?

Base dimensions: mass; chowakil; k’iin.
Dimensions:
  - dim: npp, -5, 0 yéetel 0
  - dim: lkz, -4, -3 yéetel -3
  - dim: rpk, 0, 0 yéetel 0
  - dim: nkv, -1, -1 yéetel -1
  - dim: vnm, 2, 1 yéetel 1
  - dim: tln, -1, 1 yéetel 2
  - dim: snr, 0, 2 yéetel -1
  - dim: lmk, -3, -1 yéetel -1
  - dim: zpr, 1, 3 yéetel 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
Dimensionally impossible what?

Base dimensions: mę̀soʼóna; length; time.
Dimensions:
  - dim: npp, -5, 0 0
  - dim: lkz, -4, -3 -3
  - dim: rpk, 0, 0 0
  - dim: nkv, -1, -1 -1
  - dim: vnm, 2, 1 1
  - dim: tln, -1, 1 2
  - dim: snr, 0, 2 -1
  - dim: lmk, -3, -1 -1
  - dim: zpr, 1, 3 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
Dimensionally impossible híli?

Base dimensions: mass; length; time.
Dimensions:
  - dim: npp, -5, 0 na 0
  - dim: lkz, -4, -3 na -3
  - dim: rpk, 0, 0 na 0
  - dim: nkv, -1, -1 na -1
  - dim: vnm, 2, 1 na 1
  - dim: tln, -1, 1 na 2
  - dim: snr, 0, 2 na -1
  - dim: lmk, -3, -1 na -1
  - dim: zpr, 1, 3 na 4
Equations:
  - q1 npp tln 1 power of vnm 2 power of divided by equal
  - q2 lkz nkv 2 power of vnm -1 power of times equal
  - q3 zpr tln 1 power of nkv 2 power of divided by tln 1 power of nkv -2 power of times rpk times plus equal
  - q4 lmk nkv -1 power of vnm 2 power of divided by nkv -1 power of vnm -2 power of times rpk times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; ára.
Dimensions:
  - dim: npp, -5, 0 0
  - dim: lkz, -4, -3 -3
  - dim: rpk, 0, 0 0
  - dim: nkv, -1, -1 -1
  - dim: vnm, 2, 1 1
  - dim: tln, -1, 1 2
  - dim: snr, 0, 2 -1
  - dim: lmk, -3, -1 -1
  - dim: zpr, 1, 3 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
Dimensionally impossible what?

Base dimensions: mass; length; pacha.
Dimensions:
  - dim: npp, -5, 0 0
  - dim: lkz, -4, -3 -3
  - dim: rpk, 0, 0 0
  - dim: nkv, -1, -1 -1
  - dim: vnm, 2, 1 1
  - dim: tln, -1, 1 2
  - dim: snr, 0, 2 -1
  - dim: lmk, -3, -1 -1
  - dim: zpr, 1, 3 4
Equations:
  - q1 npp tln 1 power of vnm 2 power of divided by equal
  - q2 lkz nkv 2 power of vnm -1 power of times equal
  - q3 zpr tln 1 power of nkv 2 power of divided by tln 1 power of nkv -2 power of times rpk times plus equal
  - q4 lmk nkv -1 power of vnm 2 power of divided by nkv -1 power of vnm -2 power of times rpk times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; nàa kòo.
Dimensions:
  - dim: npp, -5, 0 ǂʻá 0
  - dim: lkz, -4, -3 ǂʻá -3
  - dim: rpk, 0, 0 ǂʻá 0
  - dim: nkv, -1, -1 ǂʻá -1
  - dim: vnm, 2, 1 ǂʻá 1
  - dim: tln, -1, 1 ǂʻá 2
  - dim: snr, 0, 2 ǂʻá -1
  - dim: lmk, -3, -1 ǂʻá -1
  - dim: zpr, 1, 3 ǂʻá 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
Dimensionally impossible what?

Base dimensions: mass; length; ыр.
Dimensions:
  - dim: npp, -5, 0 0
  - dim: lkz, -4, -3 -3
  - dim: rpk, 0, 0 0
  - dim: nkv, -1, -1 -1
  - dim: vnm, 2, 1 1
  - dim: tln, -1, 1 2
  - dim: snr, 0, 2 -1
  - dim: lmk, -3, -1 -1
  - dim: zpr, 1, 3 4
Equations:
  - q1 npp tln 1 power of vnm 2 power of divided by equal
  - q2 lkz nkv 2 power of vnm -1 power of times equal
  - q3 zpr tln 1 power of nkv 2 power of divided by tln 1 power of nkv -2 power of times rpk times plus equal
  - q4 lmk nkv -1 power of vnm 2 power of divided by nkv -1 power of vnm -2 power of times rpk times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: npp, -5, 0 0
  - dim: lkz, -4, -3 -3
  - dim: rpk, 0, 0 0
  - dim: nkv, -1, -1 -1
  - dim: vnm, 2, 1 1
  - dim: tln, -1, 1 2
  - dim: snr, 0, 2 -1
  - dim: lmk, -3, -1 -1
  - dim: zpr, 1, 3 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: npp, -5, 0 0
  - dim: lkz, -4, -3 -3
  - dim: rpk, 0, 0 0
  - dim: nkv, -1, -1 -1
  - dim: vnm, 2, 1 1
  - dim: tln, -1, 1 2
  - dim: snr, 0, 2 -1
  - dim: lmk, -3, -1 -1
  - dim: zpr, 1, 3 4
Equations:
  - q1 npp tln 1 power of vnm 2 power of divided by equal
  - q2 lkz nkv 2 power of vnm -1 power of times equal
  - q3 zpr tln 1 power of nkv 2 power of divided by tln 1 power of nkv -2 power of times rpk times plus equal
  - q4 lmk nkv -1 power of vnm 2 power of divided by nkv -1 power of vnm -2 power of times rpk times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: npp, -5, 0 0
  - dim: lkz, -4, -3 -3
  - dim: rpk, 0, 0 0
  - dim: nkv, -1, -1 -1
  - dim: vnm, 2, 1 1
  - dim: tln, -1, 1 2
  - dim: snr, 0, 2 -1
  - dim: lmk, -3, -1 -1
  - dim: zpr, 1, 3 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
Dimensionally impossible what?

Base dimensions: mass; length; kawit.
Dimensions:
  - dim: npp, -5, 0 0
  - dim: lkz, -4, -3 -3
  - dim: rpk, 0, 0 0
  - dim: nkv, -1, -1 -1
  - dim: vnm, 2, 1 1
  - dim: tln, -1, 1 2
  - dim: snr, 0, 2 -1
  - dim: lmk, -3, -1 -1
  - dim: zpr, 1, 3 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
Dimensionally impossible tay?

Base dimensions : masse ; longueur ; temps.
Dimensions :
  - tamisé: npp, -5, 0 et 0
  - tamisé: lkz, -4, -3 et -3
  - tamisé: rpk, 0, 0 et 0
  - tamisé: nkv, -1, -1 et -1
  - tamisé: vnm, 2, 1 et 1
  - tamisé: tln, -1, 1 et 2
  - tamisé: snr, 0, 2 et -1
  - tamisé: lmk, -3, -1 et -1
  - tamisé: zpr, 1, 3 et 4
Équations :
  - q1 npp égaler à tln pouvoir de 1 divided par vnm pouvoir de 2
  - q2 lkz égaler à nkv pouvoir de 2 fois vnm pouvoir de -1
  - q3 zpr égaler à tln pouvoir de 1 divided par nkv pouvoir de 2 plus tln pouvoir de 1 fois nkv pouvoir de -2 fois rpk
  - q4 lmk égaler à nkv pouvoir de -1 divided par vnm pouvoir de 2 plus nkv pouvoir de -1 fois vnm pouvoir de -2 fois rpk
Quoi dimensionally impossible ?

Fundo dimensio: amaso; longo; tempo.
Dimensio:
  - dim: npp, -5, 0 kaj 0
  - dim: lkz, -4, -3 kaj -3
  - dim: rpk, 0, 0 kaj 0
  - dim: nkv, -1, -1 kaj -1
  - dim: vnm, 2, 1 kaj 1
  - dim: tln, -1, 1 kaj 2
  - dim: snr, 0, 2 kaj -1
  - dim: lmk, -3, -1 kaj -1
  - dim: zpr, 1, 3 kaj 4
Ekvacio:
  - q1 npp egali tln potenco de 1 dividita per vnm potenco de 2
  - q2 lkz egali nkv potenco de 2 times vnm potenco de -1
  - q3 zpr egali tln potenco de 1 dividita per nkv potenco de 2 plus tln potenco de 1 times nkv potenco de -2 times rpk
  - q4 lmk egali nkv potenco de -1 dividita per vnm potenco de 2 plus nkv potenco de -1 times vnm potenco de -2 times rpk
Dimensionally neebla kio?

Base dimensions: tömeg; hossz; idő.
Dimensions:
  - fénytelen: npp, -5, 0 és 0
  - fénytelen: lkz, -4, -3 és -3
  - fénytelen: rpk, 0, 0 és 0
  - fénytelen: nkv, -1, -1 és -1
  - fénytelen: vnm, 2, 1 és 1
  - fénytelen: tln, -1, 1 és 2
  - fénytelen: snr, 0, 2 és -1
  - fénytelen: lmk, -3, -1 és -1
  - fénytelen: zpr, 1, 3 és 4
Egyenletek:
  - q1 npp egyenlő tln hatalom of 1 divided által vnm hatalom of 2
  - q2 lkz egyenlő nkv hatalom of 2 times vnm hatalom of -1
  - q3 zpr egyenlő tln hatalom of 1 divided által nkv hatalom of 2 meg tln hatalom of 1 times nkv hatalom of -2 times rpk
  - q4 lmk egyenlő nkv hatalom of -1 divided által vnm hatalom of 2 meg nkv hatalom of -1 times vnm hatalom of -2 times rpk
Dimensionally lehetetlen melyik?

base dimensions:mass; 長度; 時間.
dimensions:
  - dim:npp, -5, 0及0
  - dim:lkz, -4, -3及-3
  - dim:rpk, 0, 0及0
  - dim:nkv, -1, -1及-1
  - dim:vnm, 2, 1及1
  - dim:tln, -1, 1及2
  - dim:snr, 0, 2及-1
  - dim:lmk, -3, -1及-1
  - dim:zpr, 1, 3及4
equations:
  - q1:npp匹敵tln電力...嘅1divided……之前vnm電力...嘅2
  - q2:lkz匹敵nkv電力...嘅2timesvnm電力...嘅-1
  - q3:zpr匹敵tln電力...嘅1divided……之前nkv電力...嘅2plustln電力...嘅1timesnkv電力...嘅-2timesrpk
  - q4:lmk匹敵nkv電力...嘅-1divided……之前vnm電力...嘅2plusnkv電力...嘅-1timesvnm電力...嘅-2timesrpk
dimensionally冇可能嘅乜嘢?

Base dimensions: mass; length; time.
Dimensions:
  - dim: npp, -5, 0 とぅ 0
  - dim: lkz, -4, -3 とぅ -3
  - dim: rpk, 0, 0 とぅ 0
  - dim: nkv, -1, -1 とぅ -1
  - dim: vnm, 2, 1 とぅ 1
  - dim: tln, -1, 1 とぅ 2
  - dim: snr, 0, 2 とぅ -1
  - dim: lmk, -3, -1 とぅ -1
  - dim: zpr, 1, 3 とぅ 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
Dimensionally impossible what?

Base dimensions: масса; ұзындық; уақыт.
Dimensions:
  - dim: npp, -5, 0 және 0
  - dim: lkz, -4, -3 және -3
  - dim: rpk, 0, 0 және 0
  - dim: nkv, -1, -1 және -1
  - dim: vnm, 2, 1 және 1
  - dim: tln, -1, 1 және 2
  - dim: snr, 0, 2 және -1
  - dim: lmk, -3, -1 және -1
  - dim: zpr, 1, 3 және 4
Теңдеу:
  - q1 npp equal tln билік туралы 1 divided қасында vnm билік туралы 2
  - q2 lkz equal nkv билік туралы 2 times vnm билік туралы -1
  - q3 zpr equal tln билік туралы 1 divided қасында nkv билік туралы 2 plus tln билік туралы 1 times nkv билік туралы -2 times rpk
  - q4 lmk equal nkv билік туралы -1 divided қасында vnm билік туралы 2 plus nkv билік туралы -1 times vnm билік туралы -2 times rpk
Dimensionally impossible не?

בָּסִיס מֵמַד: מַסָּה; length; זְמָן.
מֵמַד:
  - כהה: npp, -5, 0 וְ־ 0
  - כהה: lkz, -4, -3 וְ־ -3
  - כהה: rpk, 0, 0 וְ־ 0
  - כהה: nkv, -1, -1 וְ־ -1
  - כהה: vnm, 2, 1 וְ־ 1
  - כהה: tln, -1, 1 וְ־ 2
  - כהה: snr, 0, 2 וְ־ -1
  - כהה: lmk, -3, -1 וְ־ -1
  - כהה: zpr, 1, 3 וְ־ 4
equations:
  - q1 npp שָׁוֶה tln חַשְׁמַל שֶׁל 1 divided על ידי vnm חַשְׁמַל שֶׁל 2
  - q2 lkz שָׁוֶה nkv חַשְׁמַל שֶׁל 2 times vnm חַשְׁמַל שֶׁל -1
  - q3 zpr שָׁוֶה tln חַשְׁמַל שֶׁל 1 divided על ידי nkv חַשְׁמַל שֶׁל 2 פלוס tln חַשְׁמַל שֶׁל 1 times nkv חַשְׁמַל שֶׁל -2 times rpk
  - q4 lmk שָׁוֶה nkv חַשְׁמַל שֶׁל -1 divided על ידי vnm חַשְׁמַל שֶׁל 2 פלוס nkv חַשְׁמַל שֶׁל -1 times vnm חַשְׁמַל שֶׁל -2 times rpk
איזה dimensionally בלתי־אפשרי?

Base dimensions: mass; length; ჟამი.
Dimensions:
  - dim: npp, -5, 0 დო 0
  - dim: lkz, -4, -3 დო -3
  - dim: rpk, 0, 0 დო 0
  - dim: nkv, -1, -1 დო -1
  - dim: vnm, 2, 1 დო 1
  - dim: tln, -1, 1 დო 2
  - dim: snr, 0, 2 დო -1
  - dim: lmk, -3, -1 დო -1
  - dim: zpr, 1, 3 დო 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
Dimensionally impossible what?

Dasar matra-matra: misa; panjang; waktu.
Matra-matra:
  - dim: npp, -5, 0 dan 0
  - dim: lkz, -4, -3 dan -3
  - dim: rpk, 0, 0 dan 0
  - dim: nkv, -1, -1 dan -1
  - dim: vnm, 2, 1 dan 1
  - dim: tln, -1, 1 dan 2
  - dim: snr, 0, 2 dan -1
  - dim: lmk, -3, -1 dan -1
  - dim: zpr, 1, 3 dan 4
Persamaan-persamaan:
  - q1 npp sederajat tln kekuasaan dari 1 divided kena vnm kekuasaan dari 2
  - q2 lkz sederajat nkv kekuasaan dari 2 kali vnm kekuasaan dari -1
  - q3 zpr sederajat tln kekuasaan dari 1 divided kena nkv kekuasaan dari 2 plus tln kekuasaan dari 1 kali nkv kekuasaan dari -2 kali rpk
  - q4 lmk sederajat nkv kekuasaan dari -1 divided kena vnm kekuasaan dari 2 plus nkv kekuasaan dari -1 kali vnm kekuasaan dari -2 kali rpk
Dimensionally mustahil apa?

មូលដ្ឋានវិមាត្រ:ម៉ាស; ប្រវែង; កាល.
វិមាត្រ:
  - dim:npp, -5, 0នឹង0
  - dim:lkz, -4, -3នឹង-3
  - dim:rpk, 0, 0នឹង0
  - dim:nkv, -1, -1នឹង-1
  - dim:vnm, 2, 1នឹង1
  - dim:tln, -1, 1នឹង2
  - dim:snr, 0, 2នឹង-1
  - dim:lmk, -3, -1នឹង-1
  - dim:zpr, 1, 3នឹង4
សមីការ:
  - q1:nppស្មើនឹងtlnអំណាចនៃ1divided byvnmអំណាចនៃ2
  - q2:lkzស្មើនឹងnkvអំណាចនៃ2គុណvnmអំណាចនៃ-1
  - q3:zprស្មើនឹងtlnអំណាចនៃ1divided bynkvអំណាចនៃ2បូកtlnអំណាចនៃ1គុណnkvអំណាចនៃ-2គុណrpk
  - q4:lmkស្មើនឹងnkvអំណាចនៃ-1divided byvnmអំណាចនៃ2បូកnkvអំណាចនៃ-1គុណvnmអំណាចនៃ-2គុណrpk
dimensionallyមិនអាចទៅរួចអី?

base dimensions:ມວນ; ຄວາມຍາວ; ເວລາ.
dimensions:
  - dim:npp, -5, 0ແລະ0
  - dim:lkz, -4, -3ແລະ-3
  - dim:rpk, 0, 0ແລະ0
  - dim:nkv, -1, -1ແລະ-1
  - dim:vnm, 2, 1ແລະ1
  - dim:tln, -1, 1ແລະ2
  - dim:snr, 0, 2ແລະ-1
  - dim:lmk, -3, -1ແລະ-1
  - dim:zpr, 1, 3ແລະ4
ສົມຜົນ:
  - q1:nppequaltlnອາຍາຂອງ1divided byvnmອາຍາຂອງ2
  - q2:lkzequalnkvອາຍາຂອງ2timesvnmອາຍາຂອງ-1
  - q3:zprequaltlnອາຍາຂອງ1divided bynkvອາຍາຂອງ2plustlnອາຍາຂອງ1timesnkvອາຍາຂອງ-2timesrpk
  - q4:lmkequalnkvອາຍາຂອງ-1divided byvnmອາຍາຂອງ2plusnkvອາຍາຂອງ-1timesvnmອາຍາຂອງ-2timesrpk
dimensionally impossibleຫຍັງ?

base dimensions: mass; పొడవు; సంఘటన.
dimensions:
  - మసక: npp, -5, 0 మరియు 0
  - మసక: lkz, -4, -3 మరియు -3
  - మసక: rpk, 0, 0 మరియు 0
  - మసక: nkv, -1, -1 మరియు -1
  - మసక: vnm, 2, 1 మరియు 1
  - మసక: tln, -1, 1 మరియు 2
  - మసక: snr, 0, 2 మరియు -1
  - మసక: lmk, -3, -1 మరియు -1
  - మసక: zpr, 1, 3 మరియు 4
equations:
  - q1 npp tln 1 పలుకుబడి of vnm 2 పలుకుబడి of divided by equal
  - q2 lkz nkv 2 పలుకుబడి of vnm -1 పలుకుబడి of times equal
  - q3 zpr tln 1 పలుకుబడి of nkv 2 పలుకుబడి of divided by tln 1 పలుకుబడి of nkv -2 పలుకుబడి of times rpk times plus equal
  - q4 lmk nkv -1 పలుకుబడి of vnm 2 పలుకుబడి of divided by nkv -1 పలుకుబడి of vnm -2 పలుకుబడి of times rpk times plus equal
dimensionally impossible ఏమిటి?

Base dimensions: mass; length; ìgbà.
Dimensions:
  - dim: npp, -5, 0 0
  - dim: lkz, -4, -3 -3
  - dim: rpk, 0, 0 0
  - dim: nkv, -1, -1 -1
  - dim: vnm, 2, 1 1
  - dim: tln, -1, 1 2
  - dim: snr, 0, 2 -1
  - dim: lmk, -3, -1 -1
  - dim: zpr, 1, 3 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
What dimensionally impossible?

Base dimensions: mass; length; time.
Dimensions:
  - dim: npp, -5, 0 0
  - dim: lkz, -4, -3 -3
  - dim: rpk, 0, 0 0
  - dim: nkv, -1, -1 -1
  - dim: vnm, 2, 1 1
  - dim: tln, -1, 1 2
  - dim: snr, 0, 2 -1
  - dim: lmk, -3, -1 -1
  - dim: zpr, 1, 3 4
Equations:
  - q1 npp tln 1 power of vnm 2 power of divided by equal
  - q2 lkz nkv 2 power of vnm -1 power of times equal
  - q3 zpr tln 1 power of nkv 2 power of divided by tln 1 power of nkv -2 power of times rpk times plus equal
  - q4 lmk nkv -1 power of vnm 2 power of divided by nkv -1 power of vnm -2 power of times rpk times plus equal
Dimensionally impossible what?

base dimensions: mass; length; time.
dimensions:
  - dim: npp, -5, 0 0
  - dim: lkz, -4, -3 -3
  - dim: rpk, 0, 0 0
  - dim: nkv, -1, -1 -1
  - dim: vnm, 2, 1 1
  - dim: tln, -1, 1 2
  - dim: snr, 0, 2 -1
  - dim: lmk, -3, -1 -1
  - dim: zpr, 1, 3 4
equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
dimensionally impossible what?

Base dimensions: mass; langa; time.
Dimensions:
  - dim: npp, -5, 0 0
  - dim: lkz, -4, -3 -3
  - dim: rpk, 0, 0 0
  - dim: nkv, -1, -1 -1
  - dim: vnm, 2, 1 1
  - dim: tln, -1, 1 2
  - dim: snr, 0, 2 -1
  - dim: lmk, -3, -1 -1
  - dim: zpr, 1, 3 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: npp, -5, 0 0
  - dim: lkz, -4, -3 -3
  - dim: rpk, 0, 0 0
  - dim: nkv, -1, -1 -1
  - dim: vnm, 2, 1 1
  - dim: tln, -1, 1 2
  - dim: snr, 0, 2 -1
  - dim: lmk, -3, -1 -1
  - dim: zpr, 1, 3 4
Equations:
  - q1 npp equal tln power of 1 divided by vnm power of 2
  - q2 lkz equal nkv power of 2 times vnm power of -1
  - q3 zpr equal tln power of 1 divided by nkv power of 2 plus tln power of 1 times nkv power of -2 times rpk
  - q4 lmk equal nkv power of -1 divided by vnm power of 2 plus nkv power of -1 times vnm power of -2 times rpk
Dimensionally impossible what?

Base dimensions: mass; length; вахт.
Dimensions:
  - dim: npp, -5, 0 0
  - dim: lkz, -4, -3 -3
  - dim: rpk, 0, 0 0
  - dim: nkv, -1, -1 -1
  - dim: vnm, 2, 1 1
  - dim: tln, -1, 1 2
  - dim: snr, 0, 2 -1
  - dim: lmk, -3, -1 -1
  - dim: zpr, 1, 3 4
Equations:
  - q1 npp tln 1 power of vnm 2 power of divided by equal
  - q2 lkz nkv 2 power of vnm -1 power of times equal
  - q3 zpr tln 1 power of nkv 2 power of divided by tln 1 power of nkv -2 power of times rpk times plus equal
  - q4 lmk nkv -1 power of vnm 2 power of divided by nkv -1 power of vnm -2 power of times rpk times plus equal
Dimensionally impossible вуч?

Base dimensions: mass; length; time.
Dimensions:
  - dim: szm, -2, -1 and 2
  - dim: rzk, 0, -2 and 4
  - dim: prz, -1, -2 and 0
  - dim: prs, -1, -2 and 0
  - dim: mkv, -5, -4 and 4
  - dim: mmk, -1, -2 and 0
  - dim: zst, 0, 0 and 0
  - dim: nzp, 3, 8 and 0
  - dim: pvt, 2, 0 and 0
Equations: q1 prs equals mmk to the power -1 times prz to the power 2; q2 rzk equals pvt to the power 2 times szm to the power 2; q3 mkv equals prz to the power 1 times szm to the power 2; q4 nzp equals mmk to the power -1 divided by prz to the power 2.
What is the dimensionally impossible?

Las dimensiones básicas son: masa; longitud; tiempo.
Las dimensiones son:
  - las dimensiones de: szm, -2, -1 y 2
  - las dimensiones de: rzk, 0, -2 y 4
  - las dimensiones de: prz, -1, -2 y 0
  - las dimensiones de: prs, -1, -2 y 0
  - las dimensiones de: mkv, -5, -4 y 4
  - las dimensiones de: mmk, -1, -2 y 0
  - las dimensiones de: zst, 0, 0 y 0
  - las dimensiones de: nzp, 3, 8 y 0
  - las dimensiones de: pvt, 2, 0 y 0
Las ecuaciones son: q1: prs es igual a mmk elevado a -1 por prz elevado a 2; q2: rzk es igual a pvt elevado a 2 por szm elevado a 2; q3: mkv es igual a prz elevado a 1 por szm elevado a 2; q4: nzp es igual a mmk elevado a -1 dividido por prz elevado a 2.
¿Qué dimensionally impossible?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：szm、-2、-1和2
  - 的量纲是：rzk、0、-2和4
  - 的量纲是：prz、-1、-2和0
  - 的量纲是：prs、-1、-2和0
  - 的量纲是：mkv、-5、-4和4
  - 的量纲是：mmk、-1、-2和0
  - 的量纲是：zst、0、0和0
  - 的量纲是：nzp、3、8和0
  - 的量纲是：pvt、2、0和0
方程如下：q1：prs等于mmk的次方是-1乘以prz的次方是2；q2：rzk等于pvt的次方是2乘以szm的次方是2；q3：mkv等于prz的次方是1乘以szm的次方是2；q4：nzp等于mmk的次方是-1除以prz的次方是2。
dimensionally impossible什么？

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: szm, -2, -1 ve 2
  - dim: rzk, 0, -2 ve 4
  - dim: prz, -1, -2 ve 0
  - dim: prs, -1, -2 ve 0
  - dim: mkv, -5, -4 ve 4
  - dim: mmk, -1, -2 ve 0
  - dim: zst, 0, 0 ve 0
  - dim: nzp, 3, 8 ve 0
  - dim: pvt, 2, 0 ve 0
Equations: q1: prs mmk -1 power prz 2 power çarpı eşittir; q2: rzk pvt 2 power szm 2 power çarpı eşittir; q3: mkv prz 1 power szm 2 power çarpı eşittir; q4: nzp mmk -1 power prz 2 power bölü eşittir.
Dimensionally impossible ne?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: szm, -2, -1 na 2
  - dim: rzk, 0, -2 na 4
  - dim: prz, -1, -2 na 0
  - dim: prs, -1, -2 na 0
  - dim: mkv, -5, -4 na 4
  - dim: mmk, -1, -2 na 0
  - dim: zst, 0, 0 na 0
  - dim: nzp, 3, 8 na 0
  - dim: pvt, 2, 0 na 0
Equations: q1: prs ni sawa na mmk power ya -1 times prz power ya 2; q2: rzk ni sawa na pvt power ya 2 times szm power ya 2; q3: mkv ni sawa na prz power ya 1 times szm power ya 2; q4: nzp ni sawa na mmk power ya -1 divided by prz power ya 2.
Dimensionally impossible nini?

Base dimensions: mass; length; time.
Dimensions:
  - dim: szm, -2, -1 and 2
  - dim: rzk, 0, -2 and 4
  - dim: prz, -1, -2 and 0
  - dim: prs, -1, -2 and 0
  - dim: mkv, -5, -4 and 4
  - dim: mmk, -1, -2 and 0
  - dim: zst, 0, 0 and 0
  - dim: nzp, 3, 8 and 0
  - dim: pvt, 2, 0 and 0
Equations: q1 prs equals mmk to the power -1 times prz to the power 2; q2 rzk equals pvt to the power 2 times szm to the power 2; q3 mkv equals prz to the power 1 times szm to the power 2; q4 nzp equals mmk to the power -1 divided by prz to the power 2.
What is the dimensionally impossible?

{base_dimensions: [mass length time], dimensions: [(dim szm -2 -1 2) (dim rzk 0 -2 4) (dim prz -1 -2 0) (dim prs -1 -2 0) (dim mkv -5 -4 4) (dim mmk -1 -2 0) (dim zst 0 0 0) (dim nzp 3 8 0) (dim pvt 2 0 0)], equations: [(equation q1 (eq prs (mul (pow mmk -1) (pow prz 2)))) (equation q2 (eq rzk (mul (pow pvt 2) (pow szm 2)))) (equation q3 (eq mkv (mul (pow prz 1) (pow szm 2)))) (equation q4 (eq nzp (div (pow mmk -1) (pow prz 2))))], query: dimensionally_impossible}

Basis Dimensionen: Masse; Länge; Zeit.
Dimensionen:
  - dämmerig: szm, -2, -1 und 2
  - dämmerig: rzk, 0, -2 und 4
  - dämmerig: prz, -1, -2 und 0
  - dämmerig: prs, -1, -2 und 0
  - dämmerig: mkv, -5, -4 und 4
  - dämmerig: mmk, -1, -2 und 0
  - dämmerig: zst, 0, 0 und 0
  - dämmerig: nzp, 3, 8 und 0
  - dämmerig: pvt, 2, 0 und 0
Gleichungen: q1 prs gleichen mmk Macht aus -1 mal prz Macht aus 2; q2 rzk gleichen pvt Macht aus 2 mal szm Macht aus 2; q3 mkv gleichen prz Macht aus 1 mal szm Macht aus 2; q4 nzp gleichen mmk Macht aus -1 geteilt mit prz Macht aus 2.
Was dimensionally unmöglich?

Base dimensions: маса; дужина; вре́ме.
Dimensions:
  - dim: szm, -2, -1 и 2
  - dim: rzk, 0, -2 и 4
  - dim: prz, -1, -2 и 0
  - dim: prs, -1, -2 и 0
  - dim: mkv, -5, -4 и 4
  - dim: mmk, -1, -2 и 0
  - dim: zst, 0, 0 и 0
  - dim: nzp, 3, 8 и 0
  - dim: pvt, 2, 0 и 0
Једна̀чина: q1 prs је̏дна̄к mmk вла̑ст od -1 times prz вла̑ст od 2; q2 rzk је̏дна̄к pvt вла̑ст od 2 times szm вла̑ст od 2; q3 mkv је̏дна̄к prz вла̑ст od 1 times szm вла̑ст od 2; q4 nzp је̏дна̄к mmk вла̑ст od -1 divided by prz вла̑ст od 2.
Dimensionally немогућ kakav?

Perustus mitat: massa; pituus; aika.
Mitat:
  - himmeä: szm, -2, -1 ja 2
  - himmeä: rzk, 0, -2 ja 4
  - himmeä: prz, -1, -2 ja 0
  - himmeä: prs, -1, -2 ja 0
  - himmeä: mkv, -5, -4 ja 4
  - himmeä: mmk, -1, -2 ja 0
  - himmeä: zst, 0, 0 ja 0
  - himmeä: nzp, 3, 8 ja 0
  - himmeä: pvt, 2, 0 ja 0
Yhtälöt: q1 prs sama mmk valta vaille -1 kertaa prz valta vaille 2; q2 rzk sama pvt valta vaille 2 kertaa szm valta vaille 2; q3 mkv sama prz valta vaille 1 kertaa szm valta vaille 2; q4 nzp sama mmk valta vaille -1 jaettu kautta prz valta vaille 2.
Mikä dimensionally mahdoton?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：szm、-2、-1和2
  - 的量纲是：rzk、0、-2和4
  - 的量纲是：prz、-1、-2和0
  - 的量纲是：prs、-1、-2和0
  - 的量纲是：mkv、-5、-4和4
  - 的量纲是：mmk、-1、-2和0
  - 的量纲是：zst、0、0和0
  - 的量纲是：nzp、3、8和0
  - 的量纲是：pvt、2、0和0
方程如下：q1：prs等于mmk的次方是-1乘以prz的次方是2；q2：rzk等于pvt的次方是2乘以szm的次方是2；q3：mkv等于prz的次方是1乘以szm的次方是2；q4：nzp等于mmk的次方是-1除以prz的次方是2。
dimensionally impossible什么？

基礎面積:質量; 長さ; 時間.
面積:
  - 薄暗い:szm, -2, -1と2
  - 薄暗い:rzk, 0, -2と4
  - 薄暗い:prz, -1, -2と0
  - 薄暗い:prs, -1, -2と0
  - 薄暗い:mkv, -5, -4と4
  - 薄暗い:mmk, -1, -2と0
  - 薄暗い:zst, 0, 0と0
  - 薄暗い:nzp, 3, 8と0
  - 薄暗い:pvt, 2, 0と0
方程式:q1:prsmmk-1力の中のprz2力の中の掛ける等しい; q2:rzkpvt2力の中のszm2力の中の掛ける等しい; q3:mkvprz1力の中のszm2力の中の掛ける等しい; q4:nzpmmk-1力の中のprz2力の中の分かれた…で等しい.
dimensionally不可能な何と?

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: szm, -2, -1 ve 2
  - dim: rzk, 0, -2 ve 4
  - dim: prz, -1, -2 ve 0
  - dim: prs, -1, -2 ve 0
  - dim: mkv, -5, -4 ve 4
  - dim: mmk, -1, -2 ve 0
  - dim: zst, 0, 0 ve 0
  - dim: nzp, 3, 8 ve 0
  - dim: pvt, 2, 0 ve 0
Equations: q1: prs mmk -1 power prz 2 power çarpı eşittir; q2: rzk pvt 2 power szm 2 power çarpı eşittir; q3: mkv prz 1 power szm 2 power çarpı eşittir; q4: nzp mmk -1 power prz 2 power bölü eşittir.
Dimensionally impossible ne?

أَسَاس بُعْد: كُتْلَة؛ طُول؛ زَمَان.
بُعْد:
  - dim: szm، -2، -1 وَـ 2
  - dim: rzk، 0، -2 وَـ 4
  - dim: prz، -1، -2 وَـ 0
  - dim: prs، -1، -2 وَـ 0
  - dim: mkv، -5، -4 وَـ 4
  - dim: mmk، -1، -2 وَـ 0
  - dim: zst، 0، 0 وَـ 0
  - dim: nzp، 3، 8 وَـ 0
  - dim: pvt، 2، 0 وَـ 0
مُعَادَلَة: q1 equal prs فِي قُوَّة مِنْ mmk -1 قُوَّة مِنْ prz 2؛ q2 equal rzk فِي قُوَّة مِنْ pvt 2 قُوَّة مِنْ szm 2؛ q3 equal mkv فِي قُوَّة مِنْ prz 1 قُوَّة مِنْ szm 2؛ q4 equal nzp divided بِـ قُوَّة مِنْ mmk -1 قُوَّة مِنْ prz 2.
dimensionally مُسْتَحِيل مَاذَا؟

Საფუძველი სიდიდეები: მასა; length; დრო.
Სიდიდეები:
  - dim: szm, -2, -1 და 2
  - dim: rzk, 0, -2 და 4
  - dim: prz, -1, -2 და 0
  - dim: prs, -1, -2 და 0
  - dim: mkv, -5, -4 და 4
  - dim: mmk, -1, -2 და 0
  - dim: zst, 0, 0 და 0
  - dim: nzp, 3, 8 და 0
  - dim: pvt, 2, 0 და 0
Equations:
  - q1 prs mmk -1 ძალაუფლება of prz 2 ძალაუფლება of times თანასწორი
  - q2 rzk pvt 2 ძალაუფლება of szm 2 ძალაუფლება of times თანასწორი
  - q3 mkv prz 1 ძალაუფლება of szm 2 ძალაუფლება of times თანასწორი
  - q4 nzp mmk -1 ძალაუფლება of prz 2 ძალაუფლება of divided by თანასწორი
Dimensionally შეუძლებელი რა?

Base dimensions: papatipu; roa; wā.
Dimensions:
  - pongipongi: szm, -2, -1 me 2
  - pongipongi: rzk, 0, -2 me 4
  - pongipongi: prz, -1, -2 me 0
  - pongipongi: prs, -1, -2 me 0
  - pongipongi: mkv, -5, -4 me 4
  - pongipongi: mmk, -1, -2 me 0
  - pongipongi: zst, 0, 0 me 0
  - pongipongi: nzp, 3, 8 me 0
  - pongipongi: pvt, 2, 0 me 0
Equations: q1 equal prs times awenga o mmk -1 awenga o prz 2; q2 equal rzk times awenga o pvt 2 awenga o szm 2; q3 equal mkv times awenga o prz 1 awenga o szm 2; q4 equal nzp divided nā awenga o mmk -1 awenga o prz 2.
Dimensionally tē-taea unutai?

Bazơ chiều: khối lượng; chiều dài; thời gian.
Chiều:
  - mờ: szm, -2, -1 và 2
  - mờ: rzk, 0, -2 và 4
  - mờ: prz, -1, -2 và 0
  - mờ: prs, -1, -2 và 0
  - mờ: mkv, -5, -4 và 4
  - mờ: mmk, -1, -2 và 0
  - mờ: zst, 0, 0 và 0
  - mờ: nzp, 3, 8 và 0
  - mờ: pvt, 2, 0 và 0
Phương trình:
  - q1 prs equal mmk quyền lực bằng -1 nhân prz quyền lực bằng 2
  - q2 rzk equal pvt quyền lực bằng 2 nhân szm quyền lực bằng 2
  - q3 mkv equal prz quyền lực bằng 1 nhân szm quyền lực bằng 2
  - q4 nzp equal mmk quyền lực bằng -1 divided bằng cách prz quyền lực bằng 2
Dimensionally không thể gì?

ฐานมิติ:มวล; ความยาว; เวลา.
มิติ:
  - มัว:szm, -2, -1และ2
  - มัว:rzk, 0, -2และ4
  - มัว:prz, -1, -2และ0
  - มัว:prs, -1, -2และ0
  - มัว:mkv, -5, -4และ4
  - มัว:mmk, -1, -2และ0
  - มัว:zst, 0, 0และ0
  - มัว:nzp, 3, 8และ0
  - มัว:pvt, 2, 0และ0
สมการ:q1:prsเท่ากับmmkอำนาจของ-1คูณprzอำนาจของ2; q2:rzkเท่ากับpvtอำนาจของ2คูณszmอำนาจของ2; q3:mkvเท่ากับprzอำนาจของ1คูณszmอำนาจของ2; q4:nzpเท่ากับmmkอำนาจของ-1dividedโดยprzอำนาจของ2.
dimensionallyเป็นไปไม่ได้อะไร?

base dimensions: mass; நீளம்; நேரம்.
dimensions:
  - மங்கலான: szm, -2, -1 மற்றும் 2
  - மங்கலான: rzk, 0, -2 மற்றும் 4
  - மங்கலான: prz, -1, -2 மற்றும் 0
  - மங்கலான: prs, -1, -2 மற்றும் 0
  - மங்கலான: mkv, -5, -4 மற்றும் 4
  - மங்கலான: mmk, -1, -2 மற்றும் 0
  - மங்கலான: zst, 0, 0 மற்றும் 0
  - மங்கலான: nzp, 3, 8 மற்றும் 0
  - மங்கலான: pvt, 2, 0 மற்றும் 0
சமன்பாடு: q1 prs mmk -1 கரண்ட் கொண்ட prz 2 கரண்ட் கொண்ட times equal; q2 rzk pvt 2 கரண்ட் கொண்ட szm 2 கரண்ட் கொண்ட times equal; q3 mkv prz 1 கரண்ட் கொண்ட szm 2 கரண்ட் கொண்ட times equal; q4 nzp mmk -1 கரண்ட் கொண்ட prz 2 கரண்ட் கொண்ட divided by equal.
dimensionally impossible என்ன?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: szm, -2, -1 na 2
  - dim: rzk, 0, -2 na 4
  - dim: prz, -1, -2 na 0
  - dim: prs, -1, -2 na 0
  - dim: mkv, -5, -4 na 4
  - dim: mmk, -1, -2 na 0
  - dim: zst, 0, 0 na 0
  - dim: nzp, 3, 8 na 0
  - dim: pvt, 2, 0 na 0
Equations: q1: prs ni sawa na mmk power ya -1 times prz power ya 2; q2: rzk ni sawa na pvt power ya 2 times szm power ya 2; q3: mkv ni sawa na prz power ya 1 times szm power ya 2; q4: nzp ni sawa na mmk power ya -1 divided by prz power ya 2.
Dimensionally impossible nini?

Base dimensions: mass; nineezgo; ookił.
Dimensions:
  - dim: szm, -2, -1 dóó 2
  - dim: rzk, 0, -2 dóó 4
  - dim: prz, -1, -2 dóó 0
  - dim: prs, -1, -2 dóó 0
  - dim: mkv, -5, -4 dóó 4
  - dim: mmk, -1, -2 dóó 0
  - dim: zst, 0, 0 dóó 0
  - dim: nzp, 3, 8 dóó 0
  - dim: pvt, 2, 0 dóó 0
Equations: q1 prs mmk -1 power of prz 2 power of ahą́ą́h nániilyá equal; q2 rzk pvt 2 power of szm 2 power of ahą́ą́h nániilyá equal; q3 mkv prz 1 power of szm 2 power of ahą́ą́h nániilyá equal; q4 nzp mmk -1 power of prz 2 power of divided by equal.
Dimensionally impossible haʼátʼíísh?

Base dimensions: mass; length; piffissaq.
Dimensions:
  - dim: szm, -2, -1 aamma 2
  - dim: rzk, 0, -2 aamma 4
  - dim: prz, -1, -2 aamma 0
  - dim: prs, -1, -2 aamma 0
  - dim: mkv, -5, -4 aamma 4
  - dim: mmk, -1, -2 aamma 0
  - dim: zst, 0, 0 aamma 0
  - dim: nzp, 3, 8 aamma 0
  - dim: pvt, 2, 0 aamma 0
Assigiissitaq: q1 prs mmk -1 power of prz 2 power of times equal; q2 rzk pvt 2 power of szm 2 power of times equal; q3 mkv prz 1 power of szm 2 power of times equal; q4 nzp mmk -1 power of prz 2 power of divided by equal.
Dimensionally impossible what?

Base dimensions: mass; length; taim.
Dimensions:
  - dim: szm, -2, -1 na 2
  - dim: rzk, 0, -2 na 4
  - dim: prz, -1, -2 na 0
  - dim: prs, -1, -2 na 0
  - dim: mkv, -5, -4 na 4
  - dim: mmk, -1, -2 na 0
  - dim: zst, 0, 0 na 0
  - dim: nzp, 3, 8 na 0
  - dim: pvt, 2, 0 na 0
Equations: q1 prs equal mmk power bilong -1 times prz power bilong 2; q2 rzk equal pvt power bilong 2 times szm power bilong 2; q3 mkv equal prz power bilong 1 times szm power bilong 2; q4 nzp equal mmk power bilong -1 divided by prz power bilong 2.
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: szm, -2, -1 2
  - dim: rzk, 0, -2 4
  - dim: prz, -1, -2 0
  - dim: prs, -1, -2 0
  - dim: mkv, -5, -4 4
  - dim: mmk, -1, -2 0
  - dim: zst, 0, 0 0
  - dim: nzp, 3, 8 0
  - dim: pvt, 2, 0 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
Dimensionally impossible kwèch?

Base dimensions: mass; length; ха.
Dimensions:
  - dim: szm, -2, -1 а 2
  - dim: rzk, 0, -2 а 4
  - dim: prz, -1, -2 а 0
  - dim: prs, -1, -2 а 0
  - dim: mkv, -5, -4 а 4
  - dim: mmk, -1, -2 а 0
  - dim: zst, 0, 0 а 0
  - dim: nzp, 3, 8 а 0
  - dim: pvt, 2, 0 а 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
Dimensionally impossible фу?

기초 치수: 질량; 길이; 시간.
치수:
  - dim: szm, -2, -1 2
  - dim: rzk, 0, -2 4
  - dim: prz, -1, -2 0
  - dim: prs, -1, -2 0
  - dim: mkv, -5, -4 4
  - dim: mmk, -1, -2 0
  - dim: zst, 0, 0 0
  - dim: nzp, 3, 8 0
  - dim: pvt, 2, 0 0
방정식: q1 prs mmk -1 힘...의 prz 2 힘...의 곱하기 같다; q2 rzk pvt 2 힘...의 szm 2 힘...의 곱하기 같다; q3 mkv prz 1 힘...의 szm 2 힘...의 곱하기 같다; q4 nzp mmk -1 힘...의 prz 2 힘...의 divided...로써 같다.
dimensionally 불가능하다 무엇?

Base dimensions: masa; length; denbora.
Dimensions:
  - dim: szm, -2, -1 eta 2
  - dim: rzk, 0, -2 eta 4
  - dim: prz, -1, -2 eta 0
  - dim: prs, -1, -2 eta 0
  - dim: mkv, -5, -4 eta 4
  - dim: mmk, -1, -2 eta 0
  - dim: zst, 0, 0 eta 0
  - dim: nzp, 3, 8 eta 0
  - dim: pvt, 2, 0 eta 0
Ekuazio: q1 prs mmk -1 power of prz 2 power of bider berdin; q2 rzk pvt 2 power of szm 2 power of bider berdin; q3 mkv prz 1 power of szm 2 power of bider berdin; q4 nzp mmk -1 power of prz 2 power of divided by berdin.
Dimensionally impossible zer?

Base dimensions: mass; ᏂᎦᏅᎯᏒ; ᎠᎵᏱᎵᏒ.
ᏂᎦᏅᎯᏒ:
  - dim: szm, -2, -1 ᎠᎴ 2
  - dim: rzk, 0, -2 ᎠᎴ 4
  - dim: prz, -1, -2 ᎠᎴ 0
  - dim: prs, -1, -2 ᎠᎴ 0
  - dim: mkv, -5, -4 ᎠᎴ 4
  - dim: mmk, -1, -2 ᎠᎴ 0
  - dim: zst, 0, 0 ᎠᎴ 0
  - dim: nzp, 3, 8 ᎠᎴ 0
  - dim: pvt, 2, 0 ᎠᎴ 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
What dimensionally impossible?

Base dimensions: mass; karu kay; pacha.
Dimensions:
  - dim: szm, -2, -1 2
  - dim: rzk, 0, -2 4
  - dim: prz, -1, -2 0
  - dim: prs, -1, -2 0
  - dim: mkv, -5, -4 4
  - dim: mmk, -1, -2 0
  - dim: zst, 0, 0 0
  - dim: nzp, 3, 8 0
  - dim: pvt, 2, 0 0
Paqtachani: q1 prs paqta mmk power of -1 times prz power of 2; q2 rzk paqta pvt power of 2 times szm power of 2; q3 mkv paqta prz power of 1 times szm power of 2; q4 nzp paqta mmk power of -1 divided by prz power of 2.
Dimensionally impossible what?

Base dimensions: mass; length; гъо.
Dimensions:
  - dim: szm, -2, -1 ыкӏи 2
  - dim: rzk, 0, -2 ыкӏи 4
  - dim: prz, -1, -2 ыкӏи 0
  - dim: prs, -1, -2 ыкӏи 0
  - dim: mkv, -5, -4 ыкӏи 4
  - dim: mmk, -1, -2 ыкӏи 0
  - dim: zst, 0, 0 ыкӏи 0
  - dim: nzp, 3, 8 ыкӏи 0
  - dim: pvt, 2, 0 ыкӏи 0
Equations: q1 prs mmk -1 power of prz 2 power of times equal; q2 rzk pvt 2 power of szm 2 power of times equal; q3 mkv prz 1 power of szm 2 power of times equal; q4 nzp mmk -1 power of prz 2 power of divided by equal.
Dimensionally impossible сыд?

Base dimensions: mass; length; sijhawm.
Dimensions:
  - dim: szm, -2, -1 thiab 2
  - dim: rzk, 0, -2 thiab 4
  - dim: prz, -1, -2 thiab 0
  - dim: prs, -1, -2 thiab 0
  - dim: mkv, -5, -4 thiab 4
  - dim: mmk, -1, -2 thiab 0
  - dim: zst, 0, 0 thiab 0
  - dim: nzp, 3, 8 thiab 0
  - dim: pvt, 2, 0 thiab 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: szm, -2, -1 2
  - dim: rzk, 0, -2 4
  - dim: prz, -1, -2 0
  - dim: prs, -1, -2 0
  - dim: mkv, -5, -4 4
  - dim: mmk, -1, -2 0
  - dim: zst, 0, 0 0
  - dim: nzp, 3, 8 0
  - dim: pvt, 2, 0 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
Dimensionally impossible ining-jak?

Base dimensions: mass; length; time.
Dimensions:
  - dim: szm, -2, -1 micha' 2
  - dim: rzk, 0, -2 micha' 4
  - dim: prz, -1, -2 micha' 0
  - dim: prs, -1, -2 micha' 0
  - dim: mkv, -5, -4 micha' 4
  - dim: mmk, -1, -2 micha' 0
  - dim: zst, 0, 0 micha' 0
  - dim: nzp, 3, 8 micha' 0
  - dim: pvt, 2, 0 micha' 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
Dimensionally impossible nanta?

Base dimensions: mass; length; time.
Dimensions:
  - dim: szm, -2, -1 カ 2
  - dim: rzk, 0, -2 カ 4
  - dim: prz, -1, -2 カ 0
  - dim: prs, -1, -2 カ 0
  - dim: mkv, -5, -4 カ 4
  - dim: mmk, -1, -2 カ 0
  - dim: zst, 0, 0 カ 0
  - dim: nzp, 3, 8 カ 0
  - dim: pvt, 2, 0 カ 0
Equations: q1 prs mmk -1 power of prz 2 power of times equal; q2 rzk pvt 2 power of szm 2 power of times equal; q3 mkv prz 1 power of szm 2 power of times equal; q4 nzp mmk -1 power of prz 2 power of divided by equal.
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: szm, -2, -1 ынкъам 2
  - dim: rzk, 0, -2 ынкъам 4
  - dim: prz, -1, -2 ынкъам 0
  - dim: prs, -1, -2 ынкъам 0
  - dim: mkv, -5, -4 ынкъам 4
  - dim: mmk, -1, -2 ынкъам 0
  - dim: zst, 0, 0 ынкъам 0
  - dim: nzp, 3, 8 ынкъам 0
  - dim: pvt, 2, 0 ынкъам 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
Dimensionally impossible what?

Base dimensions: mass; chowakil; k’iin.
Dimensions:
  - dim: szm, -2, -1 yéetel 2
  - dim: rzk, 0, -2 yéetel 4
  - dim: prz, -1, -2 yéetel 0
  - dim: prs, -1, -2 yéetel 0
  - dim: mkv, -5, -4 yéetel 4
  - dim: mmk, -1, -2 yéetel 0
  - dim: zst, 0, 0 yéetel 0
  - dim: nzp, 3, 8 yéetel 0
  - dim: pvt, 2, 0 yéetel 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
Dimensionally impossible what?

Base dimensions: mę̀soʼóna; length; time.
Dimensions:
  - dim: szm, -2, -1 2
  - dim: rzk, 0, -2 4
  - dim: prz, -1, -2 0
  - dim: prs, -1, -2 0
  - dim: mkv, -5, -4 4
  - dim: mmk, -1, -2 0
  - dim: zst, 0, 0 0
  - dim: nzp, 3, 8 0
  - dim: pvt, 2, 0 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
Dimensionally impossible híli?

Base dimensions: mass; length; time.
Dimensions:
  - dim: szm, -2, -1 na 2
  - dim: rzk, 0, -2 na 4
  - dim: prz, -1, -2 na 0
  - dim: prs, -1, -2 na 0
  - dim: mkv, -5, -4 na 4
  - dim: mmk, -1, -2 na 0
  - dim: zst, 0, 0 na 0
  - dim: nzp, 3, 8 na 0
  - dim: pvt, 2, 0 na 0
Equations: q1 prs mmk -1 power of prz 2 power of times equal; q2 rzk pvt 2 power of szm 2 power of times equal; q3 mkv prz 1 power of szm 2 power of times equal; q4 nzp mmk -1 power of prz 2 power of divided by equal.
Dimensionally impossible what?

Base dimensions: mass; length; ára.
Dimensions:
  - dim: szm, -2, -1 2
  - dim: rzk, 0, -2 4
  - dim: prz, -1, -2 0
  - dim: prs, -1, -2 0
  - dim: mkv, -5, -4 4
  - dim: mmk, -1, -2 0
  - dim: zst, 0, 0 0
  - dim: nzp, 3, 8 0
  - dim: pvt, 2, 0 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
Dimensionally impossible what?

Base dimensions: mass; length; pacha.
Dimensions:
  - dim: szm, -2, -1 2
  - dim: rzk, 0, -2 4
  - dim: prz, -1, -2 0
  - dim: prs, -1, -2 0
  - dim: mkv, -5, -4 4
  - dim: mmk, -1, -2 0
  - dim: zst, 0, 0 0
  - dim: nzp, 3, 8 0
  - dim: pvt, 2, 0 0
Equations: q1 prs mmk -1 power of prz 2 power of times equal; q2 rzk pvt 2 power of szm 2 power of times equal; q3 mkv prz 1 power of szm 2 power of times equal; q4 nzp mmk -1 power of prz 2 power of divided by equal.
Dimensionally impossible what?

Base dimensions: mass; length; nàa kòo.
Dimensions:
  - dim: szm, -2, -1 ǂʻá 2
  - dim: rzk, 0, -2 ǂʻá 4
  - dim: prz, -1, -2 ǂʻá 0
  - dim: prs, -1, -2 ǂʻá 0
  - dim: mkv, -5, -4 ǂʻá 4
  - dim: mmk, -1, -2 ǂʻá 0
  - dim: zst, 0, 0 ǂʻá 0
  - dim: nzp, 3, 8 ǂʻá 0
  - dim: pvt, 2, 0 ǂʻá 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
Dimensionally impossible what?

Base dimensions: mass; length; ыр.
Dimensions:
  - dim: szm, -2, -1 2
  - dim: rzk, 0, -2 4
  - dim: prz, -1, -2 0
  - dim: prs, -1, -2 0
  - dim: mkv, -5, -4 4
  - dim: mmk, -1, -2 0
  - dim: zst, 0, 0 0
  - dim: nzp, 3, 8 0
  - dim: pvt, 2, 0 0
Equations: q1 prs mmk -1 power of prz 2 power of times equal; q2 rzk pvt 2 power of szm 2 power of times equal; q3 mkv prz 1 power of szm 2 power of times equal; q4 nzp mmk -1 power of prz 2 power of divided by equal.
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: szm, -2, -1 2
  - dim: rzk, 0, -2 4
  - dim: prz, -1, -2 0
  - dim: prs, -1, -2 0
  - dim: mkv, -5, -4 4
  - dim: mmk, -1, -2 0
  - dim: zst, 0, 0 0
  - dim: nzp, 3, 8 0
  - dim: pvt, 2, 0 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: szm, -2, -1 2
  - dim: rzk, 0, -2 4
  - dim: prz, -1, -2 0
  - dim: prs, -1, -2 0
  - dim: mkv, -5, -4 4
  - dim: mmk, -1, -2 0
  - dim: zst, 0, 0 0
  - dim: nzp, 3, 8 0
  - dim: pvt, 2, 0 0
Equations: q1 prs mmk -1 power of prz 2 power of times equal; q2 rzk pvt 2 power of szm 2 power of times equal; q3 mkv prz 1 power of szm 2 power of times equal; q4 nzp mmk -1 power of prz 2 power of divided by equal.
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: szm, -2, -1 2
  - dim: rzk, 0, -2 4
  - dim: prz, -1, -2 0
  - dim: prs, -1, -2 0
  - dim: mkv, -5, -4 4
  - dim: mmk, -1, -2 0
  - dim: zst, 0, 0 0
  - dim: nzp, 3, 8 0
  - dim: pvt, 2, 0 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
Dimensionally impossible what?

Base dimensions: mass; length; kawit.
Dimensions:
  - dim: szm, -2, -1 2
  - dim: rzk, 0, -2 4
  - dim: prz, -1, -2 0
  - dim: prs, -1, -2 0
  - dim: mkv, -5, -4 4
  - dim: mmk, -1, -2 0
  - dim: zst, 0, 0 0
  - dim: nzp, 3, 8 0
  - dim: pvt, 2, 0 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
Dimensionally impossible tay?

Base dimensions : masse ; longueur ; temps.
Dimensions :
  - tamisé: szm, -2, -1 et 2
  - tamisé: rzk, 0, -2 et 4
  - tamisé: prz, -1, -2 et 0
  - tamisé: prs, -1, -2 et 0
  - tamisé: mkv, -5, -4 et 4
  - tamisé: mmk, -1, -2 et 0
  - tamisé: zst, 0, 0 et 0
  - tamisé: nzp, 3, 8 et 0
  - tamisé: pvt, 2, 0 et 0
Équations : q1 prs égaler à mmk pouvoir de -1 fois prz pouvoir de 2 ; q2 rzk égaler à pvt pouvoir de 2 fois szm pouvoir de 2 ; q3 mkv égaler à prz pouvoir de 1 fois szm pouvoir de 2 ; q4 nzp égaler à mmk pouvoir de -1 divided par prz pouvoir de 2.
Quoi dimensionally impossible ?

Fundo dimensio: amaso; longo; tempo.
Dimensio:
  - dim: szm, -2, -1 kaj 2
  - dim: rzk, 0, -2 kaj 4
  - dim: prz, -1, -2 kaj 0
  - dim: prs, -1, -2 kaj 0
  - dim: mkv, -5, -4 kaj 4
  - dim: mmk, -1, -2 kaj 0
  - dim: zst, 0, 0 kaj 0
  - dim: nzp, 3, 8 kaj 0
  - dim: pvt, 2, 0 kaj 0
Ekvacio: q1 prs egali mmk potenco de -1 times prz potenco de 2; q2 rzk egali pvt potenco de 2 times szm potenco de 2; q3 mkv egali prz potenco de 1 times szm potenco de 2; q4 nzp egali mmk potenco de -1 dividita per prz potenco de 2.
Dimensionally neebla kio?

Base dimensions: tömeg; hossz; idő.
Dimensions:
  - fénytelen: szm, -2, -1 és 2
  - fénytelen: rzk, 0, -2 és 4
  - fénytelen: prz, -1, -2 és 0
  - fénytelen: prs, -1, -2 és 0
  - fénytelen: mkv, -5, -4 és 4
  - fénytelen: mmk, -1, -2 és 0
  - fénytelen: zst, 0, 0 és 0
  - fénytelen: nzp, 3, 8 és 0
  - fénytelen: pvt, 2, 0 és 0
Egyenletek: q1 prs egyenlő mmk hatalom of -1 times prz hatalom of 2; q2 rzk egyenlő pvt hatalom of 2 times szm hatalom of 2; q3 mkv egyenlő prz hatalom of 1 times szm hatalom of 2; q4 nzp egyenlő mmk hatalom of -1 divided által prz hatalom of 2.
Dimensionally lehetetlen melyik?

base dimensions:mass; 長度; 時間.
dimensions:
  - dim:szm, -2, -1及2
  - dim:rzk, 0, -2及4
  - dim:prz, -1, -2及0
  - dim:prs, -1, -2及0
  - dim:mkv, -5, -4及4
  - dim:mmk, -1, -2及0
  - dim:zst, 0, 0及0
  - dim:nzp, 3, 8及0
  - dim:pvt, 2, 0及0
equations:q1:prs匹敵mmk電力...嘅-1timesprz電力...嘅2; q2:rzk匹敵pvt電力...嘅2timesszm電力...嘅2; q3:mkv匹敵prz電力...嘅1timesszm電力...嘅2; q4:nzp匹敵mmk電力...嘅-1divided……之前prz電力...嘅2.
dimensionally冇可能嘅乜嘢?

Base dimensions: mass; length; time.
Dimensions:
  - dim: szm, -2, -1 とぅ 2
  - dim: rzk, 0, -2 とぅ 4
  - dim: prz, -1, -2 とぅ 0
  - dim: prs, -1, -2 とぅ 0
  - dim: mkv, -5, -4 とぅ 4
  - dim: mmk, -1, -2 とぅ 0
  - dim: zst, 0, 0 とぅ 0
  - dim: nzp, 3, 8 とぅ 0
  - dim: pvt, 2, 0 とぅ 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
Dimensionally impossible what?

Base dimensions: масса; ұзындық; уақыт.
Dimensions:
  - dim: szm, -2, -1 және 2
  - dim: rzk, 0, -2 және 4
  - dim: prz, -1, -2 және 0
  - dim: prs, -1, -2 және 0
  - dim: mkv, -5, -4 және 4
  - dim: mmk, -1, -2 және 0
  - dim: zst, 0, 0 және 0
  - dim: nzp, 3, 8 және 0
  - dim: pvt, 2, 0 және 0
Теңдеу:
  - q1 prs equal mmk билік туралы -1 times prz билік туралы 2
  - q2 rzk equal pvt билік туралы 2 times szm билік туралы 2
  - q3 mkv equal prz билік туралы 1 times szm билік туралы 2
  - q4 nzp equal mmk билік туралы -1 divided қасында prz билік туралы 2
Dimensionally impossible не?

בָּסִיס מֵמַד: מַסָּה; length; זְמָן.
מֵמַד:
  - כהה: szm, -2, -1 וְ־ 2
  - כהה: rzk, 0, -2 וְ־ 4
  - כהה: prz, -1, -2 וְ־ 0
  - כהה: prs, -1, -2 וְ־ 0
  - כהה: mkv, -5, -4 וְ־ 4
  - כהה: mmk, -1, -2 וְ־ 0
  - כהה: zst, 0, 0 וְ־ 0
  - כהה: nzp, 3, 8 וְ־ 0
  - כהה: pvt, 2, 0 וְ־ 0
equations:
  - q1 prs שָׁוֶה mmk חַשְׁמַל שֶׁל -1 times prz חַשְׁמַל שֶׁל 2
  - q2 rzk שָׁוֶה pvt חַשְׁמַל שֶׁל 2 times szm חַשְׁמַל שֶׁל 2
  - q3 mkv שָׁוֶה prz חַשְׁמַל שֶׁל 1 times szm חַשְׁמַל שֶׁל 2
  - q4 nzp שָׁוֶה mmk חַשְׁמַל שֶׁל -1 divided על ידי prz חַשְׁמַל שֶׁל 2
איזה dimensionally בלתי־אפשרי?

Base dimensions: mass; length; ჟამი.
Dimensions:
  - dim: szm, -2, -1 დო 2
  - dim: rzk, 0, -2 დო 4
  - dim: prz, -1, -2 დო 0
  - dim: prs, -1, -2 დო 0
  - dim: mkv, -5, -4 დო 4
  - dim: mmk, -1, -2 დო 0
  - dim: zst, 0, 0 დო 0
  - dim: nzp, 3, 8 დო 0
  - dim: pvt, 2, 0 დო 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
Dimensionally impossible what?

Dasar matra-matra: misa; panjang; waktu.
Matra-matra:
  - dim: szm, -2, -1 dan 2
  - dim: rzk, 0, -2 dan 4
  - dim: prz, -1, -2 dan 0
  - dim: prs, -1, -2 dan 0
  - dim: mkv, -5, -4 dan 4
  - dim: mmk, -1, -2 dan 0
  - dim: zst, 0, 0 dan 0
  - dim: nzp, 3, 8 dan 0
  - dim: pvt, 2, 0 dan 0
Persamaan-persamaan:
  - q1 prs sederajat mmk kekuasaan dari -1 kali prz kekuasaan dari 2
  - q2 rzk sederajat pvt kekuasaan dari 2 kali szm kekuasaan dari 2
  - q3 mkv sederajat prz kekuasaan dari 1 kali szm kekuasaan dari 2
  - q4 nzp sederajat mmk kekuasaan dari -1 divided kena prz kekuasaan dari 2
Dimensionally mustahil apa?

មូលដ្ឋានវិមាត្រ:ម៉ាស; ប្រវែង; កាល.
វិមាត្រ:
  - dim:szm, -2, -1នឹង2
  - dim:rzk, 0, -2នឹង4
  - dim:prz, -1, -2នឹង0
  - dim:prs, -1, -2នឹង0
  - dim:mkv, -5, -4នឹង4
  - dim:mmk, -1, -2នឹង0
  - dim:zst, 0, 0នឹង0
  - dim:nzp, 3, 8នឹង0
  - dim:pvt, 2, 0នឹង0
សមីការ:q1:prsស្មើនឹងmmkអំណាចនៃ-1គុណprzអំណាចនៃ2; q2:rzkស្មើនឹងpvtអំណាចនៃ2គុណszmអំណាចនៃ2; q3:mkvស្មើនឹងprzអំណាចនៃ1គុណszmអំណាចនៃ2; q4:nzpស្មើនឹងmmkអំណាចនៃ-1divided byprzអំណាចនៃ2.
dimensionallyមិនអាចទៅរួចអី?

base dimensions:ມວນ; ຄວາມຍາວ; ເວລາ.
dimensions:
  - dim:szm, -2, -1ແລະ2
  - dim:rzk, 0, -2ແລະ4
  - dim:prz, -1, -2ແລະ0
  - dim:prs, -1, -2ແລະ0
  - dim:mkv, -5, -4ແລະ4
  - dim:mmk, -1, -2ແລະ0
  - dim:zst, 0, 0ແລະ0
  - dim:nzp, 3, 8ແລະ0
  - dim:pvt, 2, 0ແລະ0
ສົມຜົນ:q1:prsequalmmkອາຍາຂອງ-1timesprzອາຍາຂອງ2; q2:rzkequalpvtອາຍາຂອງ2timesszmອາຍາຂອງ2; q3:mkvequalprzອາຍາຂອງ1timesszmອາຍາຂອງ2; q4:nzpequalmmkອາຍາຂອງ-1divided byprzອາຍາຂອງ2.
dimensionally impossibleຫຍັງ?

base dimensions: mass; పొడవు; సంఘటన.
dimensions:
  - మసక: szm, -2, -1 మరియు 2
  - మసక: rzk, 0, -2 మరియు 4
  - మసక: prz, -1, -2 మరియు 0
  - మసక: prs, -1, -2 మరియు 0
  - మసక: mkv, -5, -4 మరియు 4
  - మసక: mmk, -1, -2 మరియు 0
  - మసక: zst, 0, 0 మరియు 0
  - మసక: nzp, 3, 8 మరియు 0
  - మసక: pvt, 2, 0 మరియు 0
equations: q1 prs mmk -1 పలుకుబడి of prz 2 పలుకుబడి of times equal; q2 rzk pvt 2 పలుకుబడి of szm 2 పలుకుబడి of times equal; q3 mkv prz 1 పలుకుబడి of szm 2 పలుకుబడి of times equal; q4 nzp mmk -1 పలుకుబడి of prz 2 పలుకుబడి of divided by equal.
dimensionally impossible ఏమిటి?

Base dimensions: mass; length; ìgbà.
Dimensions:
  - dim: szm, -2, -1 2
  - dim: rzk, 0, -2 4
  - dim: prz, -1, -2 0
  - dim: prs, -1, -2 0
  - dim: mkv, -5, -4 4
  - dim: mmk, -1, -2 0
  - dim: zst, 0, 0 0
  - dim: nzp, 3, 8 0
  - dim: pvt, 2, 0 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
What dimensionally impossible?

Base dimensions: mass; length; time.
Dimensions:
  - dim: szm, -2, -1 2
  - dim: rzk, 0, -2 4
  - dim: prz, -1, -2 0
  - dim: prs, -1, -2 0
  - dim: mkv, -5, -4 4
  - dim: mmk, -1, -2 0
  - dim: zst, 0, 0 0
  - dim: nzp, 3, 8 0
  - dim: pvt, 2, 0 0
Equations: q1 prs mmk -1 power of prz 2 power of times equal; q2 rzk pvt 2 power of szm 2 power of times equal; q3 mkv prz 1 power of szm 2 power of times equal; q4 nzp mmk -1 power of prz 2 power of divided by equal.
Dimensionally impossible what?

base dimensions: mass; length; time.
dimensions:
  - dim: szm, -2, -1 2
  - dim: rzk, 0, -2 4
  - dim: prz, -1, -2 0
  - dim: prs, -1, -2 0
  - dim: mkv, -5, -4 4
  - dim: mmk, -1, -2 0
  - dim: zst, 0, 0 0
  - dim: nzp, 3, 8 0
  - dim: pvt, 2, 0 0
equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
dimensionally impossible what?

Base dimensions: mass; langa; time.
Dimensions:
  - dim: szm, -2, -1 2
  - dim: rzk, 0, -2 4
  - dim: prz, -1, -2 0
  - dim: prs, -1, -2 0
  - dim: mkv, -5, -4 4
  - dim: mmk, -1, -2 0
  - dim: zst, 0, 0 0
  - dim: nzp, 3, 8 0
  - dim: pvt, 2, 0 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: szm, -2, -1 2
  - dim: rzk, 0, -2 4
  - dim: prz, -1, -2 0
  - dim: prs, -1, -2 0
  - dim: mkv, -5, -4 4
  - dim: mmk, -1, -2 0
  - dim: zst, 0, 0 0
  - dim: nzp, 3, 8 0
  - dim: pvt, 2, 0 0
Equations: q1 prs equal mmk power of -1 times prz power of 2; q2 rzk equal pvt power of 2 times szm power of 2; q3 mkv equal prz power of 1 times szm power of 2; q4 nzp equal mmk power of -1 divided by prz power of 2.
Dimensionally impossible what?

Base dimensions: mass; length; вахт.
Dimensions:
  - dim: szm, -2, -1 2
  - dim: rzk, 0, -2 4
  - dim: prz, -1, -2 0
  - dim: prs, -1, -2 0
  - dim: mkv, -5, -4 4
  - dim: mmk, -1, -2 0
  - dim: zst, 0, 0 0
  - dim: nzp, 3, 8 0
  - dim: pvt, 2, 0 0
Equations: q1 prs mmk -1 power of prz 2 power of times equal; q2 rzk pvt 2 power of szm 2 power of times equal; q3 mkv prz 1 power of szm 2 power of times equal; q4 nzp mmk -1 power of prz 2 power of divided by equal.
Dimensionally impossible вуч?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tmt, 0, 0 and 0
  - dim: lzn, 0, 0 and 5
  - dim: spz, 1, 2 and 1
  - dim: nzl, -1, 1 and 2
  - dim: mlv, 0, -1 and 1
  - dim: skt, -2, -1 and 1
  - dim: ttz, -3, 3 and 1
  - dim: rkv, -2, 2 and -1
  - dim: ltv, 3, 1 and -3
Equations:
  - q1 spz equals skt to the power -1 divided by nzl to the power -1 plus skt to the power -1 times nzl to the power 1 times tmt
  - q2 ttz equals rkv to the power 1 times nzl to the power 1 plus rkv to the power 1 divided by nzl to the power -1 times tmt
  - q3 lzn equals nzl to the power 2 divided by rkv to the power 1 plus nzl to the power 2 times rkv to the power -1 times tmt
  - q4 ltv equals nzl to the power -1 times skt to the power -1 plus nzl to the power -1 divided by skt to the power 1 times tmt
What is the dimensionally impossible?

Las dimensiones básicas son: masa; longitud; tiempo.
Las dimensiones son:
  - las dimensiones de: tmt, 0, 0 y 0
  - las dimensiones de: lzn, 0, 0 y 5
  - las dimensiones de: spz, 1, 2 y 1
  - las dimensiones de: nzl, -1, 1 y 2
  - las dimensiones de: mlv, 0, -1 y 1
  - las dimensiones de: skt, -2, -1 y 1
  - las dimensiones de: ttz, -3, 3 y 1
  - las dimensiones de: rkv, -2, 2 y -1
  - las dimensiones de: ltv, 3, 1 y -3
Las ecuaciones son:
  - q1: spz es igual a skt elevado a -1 dividido por nzl elevado a -1 más skt elevado a -1 por nzl elevado a 1 por tmt
  - q2: ttz es igual a rkv elevado a 1 por nzl elevado a 1 más rkv elevado a 1 dividido por nzl elevado a -1 por tmt
  - q3: lzn es igual a nzl elevado a 2 dividido por rkv elevado a 1 más nzl elevado a 2 por rkv elevado a -1 por tmt
  - q4: ltv es igual a nzl elevado a -1 por skt elevado a -1 más nzl elevado a -1 dividido por skt elevado a 1 por tmt
¿Qué dimensionally impossible?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：tmt、0、0和0
  - 的量纲是：lzn、0、0和5
  - 的量纲是：spz、1、2和1
  - 的量纲是：nzl、-1、1和2
  - 的量纲是：mlv、0、-1和1
  - 的量纲是：skt、-2、-1和1
  - 的量纲是：ttz、-3、3和1
  - 的量纲是：rkv、-2、2和-1
  - 的量纲是：ltv、3、1和-3
方程如下：q1：spz等于skt的次方是-1除以nzl的次方是-1加skt的次方是-1乘以nzl的次方是1乘以tmt；q2：ttz等于rkv的次方是1乘以nzl的次方是1加rkv的次方是1除以nzl的次方是-1乘以tmt；q3：lzn等于nzl的次方是2除以rkv的次方是1加nzl的次方是2乘以rkv的次方是-1乘以tmt；q4：ltv等于nzl的次方是-1乘以skt的次方是-1加nzl的次方是-1除以skt的次方是1乘以tmt。
dimensionally impossible什么？

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: tmt, 0, 0 ve 0
  - dim: lzn, 0, 0 ve 5
  - dim: spz, 1, 2 ve 1
  - dim: nzl, -1, 1 ve 2
  - dim: mlv, 0, -1 ve 1
  - dim: skt, -2, -1 ve 1
  - dim: ttz, -3, 3 ve 1
  - dim: rkv, -2, 2 ve -1
  - dim: ltv, 3, 1 ve -3
Equations:
  - q1: spz skt -1 power nzl -1 power bölü skt -1 power nzl 1 power çarpı tmt çarpı artı eşittir
  - q2: ttz rkv 1 power nzl 1 power çarpı rkv 1 power nzl -1 power bölü tmt çarpı artı eşittir
  - q3: lzn nzl 2 power rkv 1 power bölü nzl 2 power rkv -1 power çarpı tmt çarpı artı eşittir
  - q4: ltv nzl -1 power skt -1 power çarpı nzl -1 power skt 1 power bölü tmt çarpı artı eşittir
Dimensionally impossible ne?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: tmt, 0, 0 na 0
  - dim: lzn, 0, 0 na 5
  - dim: spz, 1, 2 na 1
  - dim: nzl, -1, 1 na 2
  - dim: mlv, 0, -1 na 1
  - dim: skt, -2, -1 na 1
  - dim: ttz, -3, 3 na 1
  - dim: rkv, -2, 2 na -1
  - dim: ltv, 3, 1 na -3
Equations:
  - q1: spz ni sawa na skt power ya -1 divided by nzl power ya -1 plus skt power ya -1 times nzl power ya 1 times tmt
  - q2: ttz ni sawa na rkv power ya 1 times nzl power ya 1 plus rkv power ya 1 divided by nzl power ya -1 times tmt
  - q3: lzn ni sawa na nzl power ya 2 divided by rkv power ya 1 plus nzl power ya 2 times rkv power ya -1 times tmt
  - q4: ltv ni sawa na nzl power ya -1 times skt power ya -1 plus nzl power ya -1 divided by skt power ya 1 times tmt
Dimensionally impossible nini?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tmt, 0, 0 and 0
  - dim: lzn, 0, 0 and 5
  - dim: spz, 1, 2 and 1
  - dim: nzl, -1, 1 and 2
  - dim: mlv, 0, -1 and 1
  - dim: skt, -2, -1 and 1
  - dim: ttz, -3, 3 and 1
  - dim: rkv, -2, 2 and -1
  - dim: ltv, 3, 1 and -3
Equations:
  - q1 spz equals skt to the power -1 divided by nzl to the power -1 plus skt to the power -1 times nzl to the power 1 times tmt
  - q2 ttz equals rkv to the power 1 times nzl to the power 1 plus rkv to the power 1 divided by nzl to the power -1 times tmt
  - q3 lzn equals nzl to the power 2 divided by rkv to the power 1 plus nzl to the power 2 times rkv to the power -1 times tmt
  - q4 ltv equals nzl to the power -1 times skt to the power -1 plus nzl to the power -1 divided by skt to the power 1 times tmt
What is the dimensionally impossible?

{base_dimensions: [mass length time], dimensions: [(dim tmt 0 0 0) (dim lzn 0 0 5) (dim spz 1 2 1) (dim nzl -1 1 2) (dim mlv 0 -1 1) (dim skt -2 -1 1) (dim ttz -3 3 1) (dim rkv -2 2 -1) (dim ltv 3 1 -3)], equations: [(equation q1 (eq spz (add (div (pow skt -1) (pow nzl -1)) (mul (mul (pow skt -1) (pow nzl 1)) tmt)))) (equation q2 (eq ttz (add (mul (pow rkv 1) (pow nzl 1)) (mul (div (pow rkv 1) (pow nzl -1)) tmt)))) (equation q3 (eq lzn (add (div (pow nzl 2) (pow rkv 1)) (mul (mul (pow nzl 2) (pow rkv -1)) tmt)))) (equation q4 (eq ltv (add (mul (pow nzl -1) (pow skt -1)) (mul (div (pow nzl -1) (pow skt 1)) tmt))))], query: dimensionally_impossible}

Basis Dimensionen: Masse; Länge; Zeit.
Dimensionen:
  - dämmerig: tmt, 0, 0 und 0
  - dämmerig: lzn, 0, 0 und 5
  - dämmerig: spz, 1, 2 und 1
  - dämmerig: nzl, -1, 1 und 2
  - dämmerig: mlv, 0, -1 und 1
  - dämmerig: skt, -2, -1 und 1
  - dämmerig: ttz, -3, 3 und 1
  - dämmerig: rkv, -2, 2 und -1
  - dämmerig: ltv, 3, 1 und -3
Gleichungen:
  - q1 spz gleichen skt Macht aus -1 geteilt mit nzl Macht aus -1 plus skt Macht aus -1 mal nzl Macht aus 1 mal tmt
  - q2 ttz gleichen rkv Macht aus 1 mal nzl Macht aus 1 plus rkv Macht aus 1 geteilt mit nzl Macht aus -1 mal tmt
  - q3 lzn gleichen nzl Macht aus 2 geteilt mit rkv Macht aus 1 plus nzl Macht aus 2 mal rkv Macht aus -1 mal tmt
  - q4 ltv gleichen nzl Macht aus -1 mal skt Macht aus -1 plus nzl Macht aus -1 geteilt mit skt Macht aus 1 mal tmt
Was dimensionally unmöglich?

Base dimensions: маса; дужина; вре́ме.
Dimensions:
  - dim: tmt, 0, 0 и 0
  - dim: lzn, 0, 0 и 5
  - dim: spz, 1, 2 и 1
  - dim: nzl, -1, 1 и 2
  - dim: mlv, 0, -1 и 1
  - dim: skt, -2, -1 и 1
  - dim: ttz, -3, 3 и 1
  - dim: rkv, -2, 2 и -1
  - dim: ltv, 3, 1 и -3
Једна̀чина:
  - q1 spz је̏дна̄к skt вла̑ст od -1 divided by nzl вла̑ст od -1 plus skt вла̑ст od -1 times nzl вла̑ст od 1 times tmt
  - q2 ttz је̏дна̄к rkv вла̑ст od 1 times nzl вла̑ст od 1 plus rkv вла̑ст od 1 divided by nzl вла̑ст od -1 times tmt
  - q3 lzn је̏дна̄к nzl вла̑ст od 2 divided by rkv вла̑ст od 1 plus nzl вла̑ст od 2 times rkv вла̑ст od -1 times tmt
  - q4 ltv је̏дна̄к nzl вла̑ст od -1 times skt вла̑ст od -1 plus nzl вла̑ст od -1 divided by skt вла̑ст od 1 times tmt
Dimensionally немогућ kakav?

Perustus mitat: massa; pituus; aika.
Mitat:
  - himmeä: tmt, 0, 0 ja 0
  - himmeä: lzn, 0, 0 ja 5
  - himmeä: spz, 1, 2 ja 1
  - himmeä: nzl, -1, 1 ja 2
  - himmeä: mlv, 0, -1 ja 1
  - himmeä: skt, -2, -1 ja 1
  - himmeä: ttz, -3, 3 ja 1
  - himmeä: rkv, -2, 2 ja -1
  - himmeä: ltv, 3, 1 ja -3
Yhtälöt:
  - q1 spz sama skt valta vaille -1 jaettu kautta nzl valta vaille -1 plus skt valta vaille -1 kertaa nzl valta vaille 1 kertaa tmt
  - q2 ttz sama rkv valta vaille 1 kertaa nzl valta vaille 1 plus rkv valta vaille 1 jaettu kautta nzl valta vaille -1 kertaa tmt
  - q3 lzn sama nzl valta vaille 2 jaettu kautta rkv valta vaille 1 plus nzl valta vaille 2 kertaa rkv valta vaille -1 kertaa tmt
  - q4 ltv sama nzl valta vaille -1 kertaa skt valta vaille -1 plus nzl valta vaille -1 jaettu kautta skt valta vaille 1 kertaa tmt
Mikä dimensionally mahdoton?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：tmt、0、0和0
  - 的量纲是：lzn、0、0和5
  - 的量纲是：spz、1、2和1
  - 的量纲是：nzl、-1、1和2
  - 的量纲是：mlv、0、-1和1
  - 的量纲是：skt、-2、-1和1
  - 的量纲是：ttz、-3、3和1
  - 的量纲是：rkv、-2、2和-1
  - 的量纲是：ltv、3、1和-3
方程如下：q1：spz等于skt的次方是-1除以nzl的次方是-1加skt的次方是-1乘以nzl的次方是1乘以tmt；q2：ttz等于rkv的次方是1乘以nzl的次方是1加rkv的次方是1除以nzl的次方是-1乘以tmt；q3：lzn等于nzl的次方是2除以rkv的次方是1加nzl的次方是2乘以rkv的次方是-1乘以tmt；q4：ltv等于nzl的次方是-1乘以skt的次方是-1加nzl的次方是-1除以skt的次方是1乘以tmt。
dimensionally impossible什么？

基礎面積:質量; 長さ; 時間.
面積:
  - 薄暗い:tmt, 0, 0と0
  - 薄暗い:lzn, 0, 0と5
  - 薄暗い:spz, 1, 2と1
  - 薄暗い:nzl, -1, 1と2
  - 薄暗い:mlv, 0, -1と1
  - 薄暗い:skt, -2, -1と1
  - 薄暗い:ttz, -3, 3と1
  - 薄暗い:rkv, -2, 2と-1
  - 薄暗い:ltv, 3, 1と-3
方程式:q1:spzskt-1力の中のnzl-1力の中の分かれた…でskt-1力の中のnzl1力の中の掛けるtmt掛ける足す等しい; q2:ttzrkv1力の中のnzl1力の中の掛けるrkv1力の中のnzl-1力の中の分かれた…でtmt掛ける足す等しい; q3:lznnzl2力の中のrkv1力の中の分かれた…でnzl2力の中のrkv-1力の中の掛けるtmt掛ける足す等しい; q4:ltvnzl-1力の中のskt-1力の中の掛けるnzl-1力の中のskt1力の中の分かれた…でtmt掛ける足す等しい.
dimensionally不可能な何と?

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: tmt, 0, 0 ve 0
  - dim: lzn, 0, 0 ve 5
  - dim: spz, 1, 2 ve 1
  - dim: nzl, -1, 1 ve 2
  - dim: mlv, 0, -1 ve 1
  - dim: skt, -2, -1 ve 1
  - dim: ttz, -3, 3 ve 1
  - dim: rkv, -2, 2 ve -1
  - dim: ltv, 3, 1 ve -3
Equations:
  - q1: spz skt -1 power nzl -1 power bölü skt -1 power nzl 1 power çarpı tmt çarpı artı eşittir
  - q2: ttz rkv 1 power nzl 1 power çarpı rkv 1 power nzl -1 power bölü tmt çarpı artı eşittir
  - q3: lzn nzl 2 power rkv 1 power bölü nzl 2 power rkv -1 power çarpı tmt çarpı artı eşittir
  - q4: ltv nzl -1 power skt -1 power çarpı nzl -1 power skt 1 power bölü tmt çarpı artı eşittir
Dimensionally impossible ne?

أَسَاس بُعْد: كُتْلَة؛ طُول؛ زَمَان.
بُعْد:
  - dim: tmt، 0، 0 وَـ 0
  - dim: lzn، 0، 0 وَـ 5
  - dim: spz، 1، 2 وَـ 1
  - dim: nzl، -1، 1 وَـ 2
  - dim: mlv، 0، -1 وَـ 1
  - dim: skt، -2، -1 وَـ 1
  - dim: ttz، -3، 3 وَـ 1
  - dim: rkv، -2، 2 وَـ -1
  - dim: ltv، 3، 1 وَـ -3
مُعَادَلَة:
  - q1 equal spz زَائِد divided بِـ قُوَّة مِنْ skt -1 قُوَّة مِنْ nzl -1 فِي فِي قُوَّة مِنْ skt -1 قُوَّة مِنْ nzl 1 tmt
  - q2 equal ttz زَائِد فِي قُوَّة مِنْ rkv 1 قُوَّة مِنْ nzl 1 فِي divided بِـ قُوَّة مِنْ rkv 1 قُوَّة مِنْ nzl -1 tmt
  - q3 equal lzn زَائِد divided بِـ قُوَّة مِنْ nzl 2 قُوَّة مِنْ rkv 1 فِي فِي قُوَّة مِنْ nzl 2 قُوَّة مِنْ rkv -1 tmt
  - q4 equal ltv زَائِد فِي قُوَّة مِنْ nzl -1 قُوَّة مِنْ skt -1 فِي divided بِـ قُوَّة مِنْ nzl -1 قُوَّة مِنْ skt 1 tmt
dimensionally مُسْتَحِيل مَاذَا؟

Საფუძველი სიდიდეები: მასა; length; დრო.
Სიდიდეები:
  - dim: tmt, 0, 0 და 0
  - dim: lzn, 0, 0 და 5
  - dim: spz, 1, 2 და 1
  - dim: nzl, -1, 1 და 2
  - dim: mlv, 0, -1 და 1
  - dim: skt, -2, -1 და 1
  - dim: ttz, -3, 3 და 1
  - dim: rkv, -2, 2 და -1
  - dim: ltv, 3, 1 და -3
Equations:
  - q1 spz skt -1 ძალაუფლება of nzl -1 ძალაუფლება of divided by skt -1 ძალაუფლება of nzl 1 ძალაუფლება of times tmt times plus თანასწორი
  - q2 ttz rkv 1 ძალაუფლება of nzl 1 ძალაუფლება of times rkv 1 ძალაუფლება of nzl -1 ძალაუფლება of divided by tmt times plus თანასწორი
  - q3 lzn nzl 2 ძალაუფლება of rkv 1 ძალაუფლება of divided by nzl 2 ძალაუფლება of rkv -1 ძალაუფლება of times tmt times plus თანასწორი
  - q4 ltv nzl -1 ძალაუფლება of skt -1 ძალაუფლება of times nzl -1 ძალაუფლება of skt 1 ძალაუფლება of divided by tmt times plus თანასწორი
Dimensionally შეუძლებელი რა?

Base dimensions: papatipu; roa; wā.
Dimensions:
  - pongipongi: tmt, 0, 0 me 0
  - pongipongi: lzn, 0, 0 me 5
  - pongipongi: spz, 1, 2 me 1
  - pongipongi: nzl, -1, 1 me 2
  - pongipongi: mlv, 0, -1 me 1
  - pongipongi: skt, -2, -1 me 1
  - pongipongi: ttz, -3, 3 me 1
  - pongipongi: rkv, -2, 2 me -1
  - pongipongi: ltv, 3, 1 me -3
Equations:
  - q1 equal spz ngahoro divided nā awenga o skt -1 awenga o nzl -1 times times awenga o skt -1 awenga o nzl 1 tmt
  - q2 equal ttz ngahoro times awenga o rkv 1 awenga o nzl 1 times divided nā awenga o rkv 1 awenga o nzl -1 tmt
  - q3 equal lzn ngahoro divided nā awenga o nzl 2 awenga o rkv 1 times times awenga o nzl 2 awenga o rkv -1 tmt
  - q4 equal ltv ngahoro times awenga o nzl -1 awenga o skt -1 times divided nā awenga o nzl -1 awenga o skt 1 tmt
Dimensionally tē-taea unutai?

Bazơ chiều: khối lượng; chiều dài; thời gian.
Chiều:
  - mờ: tmt, 0, 0 và 0
  - mờ: lzn, 0, 0 và 5
  - mờ: spz, 1, 2 và 1
  - mờ: nzl, -1, 1 và 2
  - mờ: mlv, 0, -1 và 1
  - mờ: skt, -2, -1 và 1
  - mờ: ttz, -3, 3 và 1
  - mờ: rkv, -2, 2 và -1
  - mờ: ltv, 3, 1 và -3
Phương trình:
  - q1 spz equal skt quyền lực bằng -1 divided bằng cách nzl quyền lực bằng -1 cộng skt quyền lực bằng -1 nhân nzl quyền lực bằng 1 nhân tmt
  - q2 ttz equal rkv quyền lực bằng 1 nhân nzl quyền lực bằng 1 cộng rkv quyền lực bằng 1 divided bằng cách nzl quyền lực bằng -1 nhân tmt
  - q3 lzn equal nzl quyền lực bằng 2 divided bằng cách rkv quyền lực bằng 1 cộng nzl quyền lực bằng 2 nhân rkv quyền lực bằng -1 nhân tmt
  - q4 ltv equal nzl quyền lực bằng -1 nhân skt quyền lực bằng -1 cộng nzl quyền lực bằng -1 divided bằng cách skt quyền lực bằng 1 nhân tmt
Dimensionally không thể gì?

ฐานมิติ:มวล; ความยาว; เวลา.
มิติ:
  - มัว:tmt, 0, 0และ0
  - มัว:lzn, 0, 0และ5
  - มัว:spz, 1, 2และ1
  - มัว:nzl, -1, 1และ2
  - มัว:mlv, 0, -1และ1
  - มัว:skt, -2, -1และ1
  - มัว:ttz, -3, 3และ1
  - มัว:rkv, -2, 2และ-1
  - มัว:ltv, 3, 1และ-3
สมการ:
  - q1:spzเท่ากับsktอำนาจของ-1dividedโดยnzlอำนาจของ-1บวกsktอำนาจของ-1คูณnzlอำนาจของ1คูณtmt
  - q2:ttzเท่ากับrkvอำนาจของ1คูณnzlอำนาจของ1บวกrkvอำนาจของ1dividedโดยnzlอำนาจของ-1คูณtmt
  - q3:lznเท่ากับnzlอำนาจของ2dividedโดยrkvอำนาจของ1บวกnzlอำนาจของ2คูณrkvอำนาจของ-1คูณtmt
  - q4:ltvเท่ากับnzlอำนาจของ-1คูณsktอำนาจของ-1บวกnzlอำนาจของ-1dividedโดยsktอำนาจของ1คูณtmt
dimensionallyเป็นไปไม่ได้อะไร?

base dimensions: mass; நீளம்; நேரம்.
dimensions:
  - மங்கலான: tmt, 0, 0 மற்றும் 0
  - மங்கலான: lzn, 0, 0 மற்றும் 5
  - மங்கலான: spz, 1, 2 மற்றும் 1
  - மங்கலான: nzl, -1, 1 மற்றும் 2
  - மங்கலான: mlv, 0, -1 மற்றும் 1
  - மங்கலான: skt, -2, -1 மற்றும் 1
  - மங்கலான: ttz, -3, 3 மற்றும் 1
  - மங்கலான: rkv, -2, 2 மற்றும் -1
  - மங்கலான: ltv, 3, 1 மற்றும் -3
சமன்பாடு:
  - q1 spz skt -1 கரண்ட் கொண்ட nzl -1 கரண்ட் கொண்ட divided by skt -1 கரண்ட் கொண்ட nzl 1 கரண்ட் கொண்ட times tmt times plus equal
  - q2 ttz rkv 1 கரண்ட் கொண்ட nzl 1 கரண்ட் கொண்ட times rkv 1 கரண்ட் கொண்ட nzl -1 கரண்ட் கொண்ட divided by tmt times plus equal
  - q3 lzn nzl 2 கரண்ட் கொண்ட rkv 1 கரண்ட் கொண்ட divided by nzl 2 கரண்ட் கொண்ட rkv -1 கரண்ட் கொண்ட times tmt times plus equal
  - q4 ltv nzl -1 கரண்ட் கொண்ட skt -1 கரண்ட் கொண்ட times nzl -1 கரண்ட் கொண்ட skt 1 கரண்ட் கொண்ட divided by tmt times plus equal
dimensionally impossible என்ன?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: tmt, 0, 0 na 0
  - dim: lzn, 0, 0 na 5
  - dim: spz, 1, 2 na 1
  - dim: nzl, -1, 1 na 2
  - dim: mlv, 0, -1 na 1
  - dim: skt, -2, -1 na 1
  - dim: ttz, -3, 3 na 1
  - dim: rkv, -2, 2 na -1
  - dim: ltv, 3, 1 na -3
Equations:
  - q1: spz ni sawa na skt power ya -1 divided by nzl power ya -1 plus skt power ya -1 times nzl power ya 1 times tmt
  - q2: ttz ni sawa na rkv power ya 1 times nzl power ya 1 plus rkv power ya 1 divided by nzl power ya -1 times tmt
  - q3: lzn ni sawa na nzl power ya 2 divided by rkv power ya 1 plus nzl power ya 2 times rkv power ya -1 times tmt
  - q4: ltv ni sawa na nzl power ya -1 times skt power ya -1 plus nzl power ya -1 divided by skt power ya 1 times tmt
Dimensionally impossible nini?

Base dimensions: mass; nineezgo; ookił.
Dimensions:
  - dim: tmt, 0, 0 dóó 0
  - dim: lzn, 0, 0 dóó 5
  - dim: spz, 1, 2 dóó 1
  - dim: nzl, -1, 1 dóó 2
  - dim: mlv, 0, -1 dóó 1
  - dim: skt, -2, -1 dóó 1
  - dim: ttz, -3, 3 dóó 1
  - dim: rkv, -2, 2 dóó -1
  - dim: ltv, 3, 1 dóó -3
Equations:
  - q1 spz skt -1 power of nzl -1 power of divided by skt -1 power of nzl 1 power of ahą́ą́h nániilyá tmt ahą́ą́h nániilyá plus equal
  - q2 ttz rkv 1 power of nzl 1 power of ahą́ą́h nániilyá rkv 1 power of nzl -1 power of divided by tmt ahą́ą́h nániilyá plus equal
  - q3 lzn nzl 2 power of rkv 1 power of divided by nzl 2 power of rkv -1 power of ahą́ą́h nániilyá tmt ahą́ą́h nániilyá plus equal
  - q4 ltv nzl -1 power of skt -1 power of ahą́ą́h nániilyá nzl -1 power of skt 1 power of divided by tmt ahą́ą́h nániilyá plus equal
Dimensionally impossible haʼátʼíísh?

Base dimensions: mass; length; piffissaq.
Dimensions:
  - dim: tmt, 0, 0 aamma 0
  - dim: lzn, 0, 0 aamma 5
  - dim: spz, 1, 2 aamma 1
  - dim: nzl, -1, 1 aamma 2
  - dim: mlv, 0, -1 aamma 1
  - dim: skt, -2, -1 aamma 1
  - dim: ttz, -3, 3 aamma 1
  - dim: rkv, -2, 2 aamma -1
  - dim: ltv, 3, 1 aamma -3
Assigiissitaq:
  - q1 spz skt -1 power of nzl -1 power of divided by skt -1 power of nzl 1 power of times tmt times plus equal
  - q2 ttz rkv 1 power of nzl 1 power of times rkv 1 power of nzl -1 power of divided by tmt times plus equal
  - q3 lzn nzl 2 power of rkv 1 power of divided by nzl 2 power of rkv -1 power of times tmt times plus equal
  - q4 ltv nzl -1 power of skt -1 power of times nzl -1 power of skt 1 power of divided by tmt times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; taim.
Dimensions:
  - dim: tmt, 0, 0 na 0
  - dim: lzn, 0, 0 na 5
  - dim: spz, 1, 2 na 1
  - dim: nzl, -1, 1 na 2
  - dim: mlv, 0, -1 na 1
  - dim: skt, -2, -1 na 1
  - dim: ttz, -3, 3 na 1
  - dim: rkv, -2, 2 na -1
  - dim: ltv, 3, 1 na -3
Equations:
  - q1 spz equal skt power bilong -1 divided by nzl power bilong -1 plus skt power bilong -1 times nzl power bilong 1 times tmt
  - q2 ttz equal rkv power bilong 1 times nzl power bilong 1 plus rkv power bilong 1 divided by nzl power bilong -1 times tmt
  - q3 lzn equal nzl power bilong 2 divided by rkv power bilong 1 plus nzl power bilong 2 times rkv power bilong -1 times tmt
  - q4 ltv equal nzl power bilong -1 times skt power bilong -1 plus nzl power bilong -1 divided by skt power bilong 1 times tmt
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tmt, 0, 0 0
  - dim: lzn, 0, 0 5
  - dim: spz, 1, 2 1
  - dim: nzl, -1, 1 2
  - dim: mlv, 0, -1 1
  - dim: skt, -2, -1 1
  - dim: ttz, -3, 3 1
  - dim: rkv, -2, 2 -1
  - dim: ltv, 3, 1 -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
Dimensionally impossible kwèch?

Base dimensions: mass; length; ха.
Dimensions:
  - dim: tmt, 0, 0 а 0
  - dim: lzn, 0, 0 а 5
  - dim: spz, 1, 2 а 1
  - dim: nzl, -1, 1 а 2
  - dim: mlv, 0, -1 а 1
  - dim: skt, -2, -1 а 1
  - dim: ttz, -3, 3 а 1
  - dim: rkv, -2, 2 а -1
  - dim: ltv, 3, 1 а -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
Dimensionally impossible фу?

기초 치수: 질량; 길이; 시간.
치수:
  - dim: tmt, 0, 0 0
  - dim: lzn, 0, 0 5
  - dim: spz, 1, 2 1
  - dim: nzl, -1, 1 2
  - dim: mlv, 0, -1 1
  - dim: skt, -2, -1 1
  - dim: ttz, -3, 3 1
  - dim: rkv, -2, 2 -1
  - dim: ltv, 3, 1 -3
방정식:
  - q1 spz skt -1 힘 ...의 nzl -1 힘 ...의 divided ...로써 skt -1 힘 ...의 nzl 1 힘 ...의 곱하기 tmt 곱하기 더하기 같다
  - q2 ttz rkv 1 힘 ...의 nzl 1 힘 ...의 곱하기 rkv 1 힘 ...의 nzl -1 힘 ...의 divided ...로써 tmt 곱하기 더하기 같다
  - q3 lzn nzl 2 힘 ...의 rkv 1 힘 ...의 divided ...로써 nzl 2 힘 ...의 rkv -1 힘 ...의 곱하기 tmt 곱하기 더하기 같다
  - q4 ltv nzl -1 힘 ...의 skt -1 힘 ...의 곱하기 nzl -1 힘 ...의 skt 1 힘 ...의 divided ...로써 tmt 곱하기 더하기 같다
dimensionally 불가능하다 무엇?

Base dimensions: masa; length; denbora.
Dimensions:
  - dim: tmt, 0, 0 eta 0
  - dim: lzn, 0, 0 eta 5
  - dim: spz, 1, 2 eta 1
  - dim: nzl, -1, 1 eta 2
  - dim: mlv, 0, -1 eta 1
  - dim: skt, -2, -1 eta 1
  - dim: ttz, -3, 3 eta 1
  - dim: rkv, -2, 2 eta -1
  - dim: ltv, 3, 1 eta -3
Ekuazio:
  - q1 spz skt -1 power of nzl -1 power of divided by skt -1 power of nzl 1 power of bider tmt bider gehi berdin
  - q2 ttz rkv 1 power of nzl 1 power of bider rkv 1 power of nzl -1 power of divided by tmt bider gehi berdin
  - q3 lzn nzl 2 power of rkv 1 power of divided by nzl 2 power of rkv -1 power of bider tmt bider gehi berdin
  - q4 ltv nzl -1 power of skt -1 power of bider nzl -1 power of skt 1 power of divided by tmt bider gehi berdin
Dimensionally impossible zer?

Base dimensions: mass; ᏂᎦᏅᎯᏒ; ᎠᎵᏱᎵᏒ.
ᏂᎦᏅᎯᏒ:
  - dim: tmt, 0, 0 ᎠᎴ 0
  - dim: lzn, 0, 0 ᎠᎴ 5
  - dim: spz, 1, 2 ᎠᎴ 1
  - dim: nzl, -1, 1 ᎠᎴ 2
  - dim: mlv, 0, -1 ᎠᎴ 1
  - dim: skt, -2, -1 ᎠᎴ 1
  - dim: ttz, -3, 3 ᎠᎴ 1
  - dim: rkv, -2, 2 ᎠᎴ -1
  - dim: ltv, 3, 1 ᎠᎴ -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
What dimensionally impossible?

Base dimensions: mass; karu kay; pacha.
Dimensions:
  - dim: tmt, 0, 0 0
  - dim: lzn, 0, 0 5
  - dim: spz, 1, 2 1
  - dim: nzl, -1, 1 2
  - dim: mlv, 0, -1 1
  - dim: skt, -2, -1 1
  - dim: ttz, -3, 3 1
  - dim: rkv, -2, 2 -1
  - dim: ltv, 3, 1 -3
Paqtachani:
  - q1 spz paqta skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz paqta rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn paqta nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv paqta nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
Dimensionally impossible what?

Base dimensions: mass; length; гъо.
Dimensions:
  - dim: tmt, 0, 0 ыкӏи 0
  - dim: lzn, 0, 0 ыкӏи 5
  - dim: spz, 1, 2 ыкӏи 1
  - dim: nzl, -1, 1 ыкӏи 2
  - dim: mlv, 0, -1 ыкӏи 1
  - dim: skt, -2, -1 ыкӏи 1
  - dim: ttz, -3, 3 ыкӏи 1
  - dim: rkv, -2, 2 ыкӏи -1
  - dim: ltv, 3, 1 ыкӏи -3
Equations:
  - q1 spz skt -1 power of nzl -1 power of divided by skt -1 power of nzl 1 power of times tmt times plus equal
  - q2 ttz rkv 1 power of nzl 1 power of times rkv 1 power of nzl -1 power of divided by tmt times plus equal
  - q3 lzn nzl 2 power of rkv 1 power of divided by nzl 2 power of rkv -1 power of times tmt times plus equal
  - q4 ltv nzl -1 power of skt -1 power of times nzl -1 power of skt 1 power of divided by tmt times plus equal
Dimensionally impossible сыд?

Base dimensions: mass; length; sijhawm.
Dimensions:
  - dim: tmt, 0, 0 thiab 0
  - dim: lzn, 0, 0 thiab 5
  - dim: spz, 1, 2 thiab 1
  - dim: nzl, -1, 1 thiab 2
  - dim: mlv, 0, -1 thiab 1
  - dim: skt, -2, -1 thiab 1
  - dim: ttz, -3, 3 thiab 1
  - dim: rkv, -2, 2 thiab -1
  - dim: ltv, 3, 1 thiab -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tmt, 0, 0 0
  - dim: lzn, 0, 0 5
  - dim: spz, 1, 2 1
  - dim: nzl, -1, 1 2
  - dim: mlv, 0, -1 1
  - dim: skt, -2, -1 1
  - dim: ttz, -3, 3 1
  - dim: rkv, -2, 2 -1
  - dim: ltv, 3, 1 -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
Dimensionally impossible ining-jak?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tmt, 0, 0 micha' 0
  - dim: lzn, 0, 0 micha' 5
  - dim: spz, 1, 2 micha' 1
  - dim: nzl, -1, 1 micha' 2
  - dim: mlv, 0, -1 micha' 1
  - dim: skt, -2, -1 micha' 1
  - dim: ttz, -3, 3 micha' 1
  - dim: rkv, -2, 2 micha' -1
  - dim: ltv, 3, 1 micha' -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
Dimensionally impossible nanta?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tmt, 0, 0 カ 0
  - dim: lzn, 0, 0 カ 5
  - dim: spz, 1, 2 カ 1
  - dim: nzl, -1, 1 カ 2
  - dim: mlv, 0, -1 カ 1
  - dim: skt, -2, -1 カ 1
  - dim: ttz, -3, 3 カ 1
  - dim: rkv, -2, 2 カ -1
  - dim: ltv, 3, 1 カ -3
Equations:
  - q1 spz skt -1 power of nzl -1 power of divided by skt -1 power of nzl 1 power of times tmt times plus equal
  - q2 ttz rkv 1 power of nzl 1 power of times rkv 1 power of nzl -1 power of divided by tmt times plus equal
  - q3 lzn nzl 2 power of rkv 1 power of divided by nzl 2 power of rkv -1 power of times tmt times plus equal
  - q4 ltv nzl -1 power of skt -1 power of times nzl -1 power of skt 1 power of divided by tmt times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tmt, 0, 0 ынкъам 0
  - dim: lzn, 0, 0 ынкъам 5
  - dim: spz, 1, 2 ынкъам 1
  - dim: nzl, -1, 1 ынкъам 2
  - dim: mlv, 0, -1 ынкъам 1
  - dim: skt, -2, -1 ынкъам 1
  - dim: ttz, -3, 3 ынкъам 1
  - dim: rkv, -2, 2 ынкъам -1
  - dim: ltv, 3, 1 ынкъам -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
Dimensionally impossible what?

Base dimensions: mass; chowakil; k’iin.
Dimensions:
  - dim: tmt, 0, 0 yéetel 0
  - dim: lzn, 0, 0 yéetel 5
  - dim: spz, 1, 2 yéetel 1
  - dim: nzl, -1, 1 yéetel 2
  - dim: mlv, 0, -1 yéetel 1
  - dim: skt, -2, -1 yéetel 1
  - dim: ttz, -3, 3 yéetel 1
  - dim: rkv, -2, 2 yéetel -1
  - dim: ltv, 3, 1 yéetel -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
Dimensionally impossible what?

Base dimensions: mę̀soʼóna; length; time.
Dimensions:
  - dim: tmt, 0, 0 0
  - dim: lzn, 0, 0 5
  - dim: spz, 1, 2 1
  - dim: nzl, -1, 1 2
  - dim: mlv, 0, -1 1
  - dim: skt, -2, -1 1
  - dim: ttz, -3, 3 1
  - dim: rkv, -2, 2 -1
  - dim: ltv, 3, 1 -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
Dimensionally impossible híli?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tmt, 0, 0 na 0
  - dim: lzn, 0, 0 na 5
  - dim: spz, 1, 2 na 1
  - dim: nzl, -1, 1 na 2
  - dim: mlv, 0, -1 na 1
  - dim: skt, -2, -1 na 1
  - dim: ttz, -3, 3 na 1
  - dim: rkv, -2, 2 na -1
  - dim: ltv, 3, 1 na -3
Equations:
  - q1 spz skt -1 power of nzl -1 power of divided by skt -1 power of nzl 1 power of times tmt times plus equal
  - q2 ttz rkv 1 power of nzl 1 power of times rkv 1 power of nzl -1 power of divided by tmt times plus equal
  - q3 lzn nzl 2 power of rkv 1 power of divided by nzl 2 power of rkv -1 power of times tmt times plus equal
  - q4 ltv nzl -1 power of skt -1 power of times nzl -1 power of skt 1 power of divided by tmt times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; ára.
Dimensions:
  - dim: tmt, 0, 0 0
  - dim: lzn, 0, 0 5
  - dim: spz, 1, 2 1
  - dim: nzl, -1, 1 2
  - dim: mlv, 0, -1 1
  - dim: skt, -2, -1 1
  - dim: ttz, -3, 3 1
  - dim: rkv, -2, 2 -1
  - dim: ltv, 3, 1 -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
Dimensionally impossible what?

Base dimensions: mass; length; pacha.
Dimensions:
  - dim: tmt, 0, 0 0
  - dim: lzn, 0, 0 5
  - dim: spz, 1, 2 1
  - dim: nzl, -1, 1 2
  - dim: mlv, 0, -1 1
  - dim: skt, -2, -1 1
  - dim: ttz, -3, 3 1
  - dim: rkv, -2, 2 -1
  - dim: ltv, 3, 1 -3
Equations:
  - q1 spz skt -1 power of nzl -1 power of divided by skt -1 power of nzl 1 power of times tmt times plus equal
  - q2 ttz rkv 1 power of nzl 1 power of times rkv 1 power of nzl -1 power of divided by tmt times plus equal
  - q3 lzn nzl 2 power of rkv 1 power of divided by nzl 2 power of rkv -1 power of times tmt times plus equal
  - q4 ltv nzl -1 power of skt -1 power of times nzl -1 power of skt 1 power of divided by tmt times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; nàa kòo.
Dimensions:
  - dim: tmt, 0, 0 ǂʻá 0
  - dim: lzn, 0, 0 ǂʻá 5
  - dim: spz, 1, 2 ǂʻá 1
  - dim: nzl, -1, 1 ǂʻá 2
  - dim: mlv, 0, -1 ǂʻá 1
  - dim: skt, -2, -1 ǂʻá 1
  - dim: ttz, -3, 3 ǂʻá 1
  - dim: rkv, -2, 2 ǂʻá -1
  - dim: ltv, 3, 1 ǂʻá -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
Dimensionally impossible what?

Base dimensions: mass; length; ыр.
Dimensions:
  - dim: tmt, 0, 0 0
  - dim: lzn, 0, 0 5
  - dim: spz, 1, 2 1
  - dim: nzl, -1, 1 2
  - dim: mlv, 0, -1 1
  - dim: skt, -2, -1 1
  - dim: ttz, -3, 3 1
  - dim: rkv, -2, 2 -1
  - dim: ltv, 3, 1 -3
Equations:
  - q1 spz skt -1 power of nzl -1 power of divided by skt -1 power of nzl 1 power of times tmt times plus equal
  - q2 ttz rkv 1 power of nzl 1 power of times rkv 1 power of nzl -1 power of divided by tmt times plus equal
  - q3 lzn nzl 2 power of rkv 1 power of divided by nzl 2 power of rkv -1 power of times tmt times plus equal
  - q4 ltv nzl -1 power of skt -1 power of times nzl -1 power of skt 1 power of divided by tmt times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tmt, 0, 0 0
  - dim: lzn, 0, 0 5
  - dim: spz, 1, 2 1
  - dim: nzl, -1, 1 2
  - dim: mlv, 0, -1 1
  - dim: skt, -2, -1 1
  - dim: ttz, -3, 3 1
  - dim: rkv, -2, 2 -1
  - dim: ltv, 3, 1 -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tmt, 0, 0 0
  - dim: lzn, 0, 0 5
  - dim: spz, 1, 2 1
  - dim: nzl, -1, 1 2
  - dim: mlv, 0, -1 1
  - dim: skt, -2, -1 1
  - dim: ttz, -3, 3 1
  - dim: rkv, -2, 2 -1
  - dim: ltv, 3, 1 -3
Equations:
  - q1 spz skt -1 power of nzl -1 power of divided by skt -1 power of nzl 1 power of times tmt times plus equal
  - q2 ttz rkv 1 power of nzl 1 power of times rkv 1 power of nzl -1 power of divided by tmt times plus equal
  - q3 lzn nzl 2 power of rkv 1 power of divided by nzl 2 power of rkv -1 power of times tmt times plus equal
  - q4 ltv nzl -1 power of skt -1 power of times nzl -1 power of skt 1 power of divided by tmt times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tmt, 0, 0 0
  - dim: lzn, 0, 0 5
  - dim: spz, 1, 2 1
  - dim: nzl, -1, 1 2
  - dim: mlv, 0, -1 1
  - dim: skt, -2, -1 1
  - dim: ttz, -3, 3 1
  - dim: rkv, -2, 2 -1
  - dim: ltv, 3, 1 -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
Dimensionally impossible what?

Base dimensions: mass; length; kawit.
Dimensions:
  - dim: tmt, 0, 0 0
  - dim: lzn, 0, 0 5
  - dim: spz, 1, 2 1
  - dim: nzl, -1, 1 2
  - dim: mlv, 0, -1 1
  - dim: skt, -2, -1 1
  - dim: ttz, -3, 3 1
  - dim: rkv, -2, 2 -1
  - dim: ltv, 3, 1 -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
Dimensionally impossible tay?

Base dimensions : masse ; longueur ; temps.
Dimensions :
  - tamisé: tmt, 0, 0 et 0
  - tamisé: lzn, 0, 0 et 5
  - tamisé: spz, 1, 2 et 1
  - tamisé: nzl, -1, 1 et 2
  - tamisé: mlv, 0, -1 et 1
  - tamisé: skt, -2, -1 et 1
  - tamisé: ttz, -3, 3 et 1
  - tamisé: rkv, -2, 2 et -1
  - tamisé: ltv, 3, 1 et -3
Équations :
  - q1 spz égaler à skt pouvoir de -1 divided par nzl pouvoir de -1 plus skt pouvoir de -1 fois nzl pouvoir de 1 fois tmt
  - q2 ttz égaler à rkv pouvoir de 1 fois nzl pouvoir de 1 plus rkv pouvoir de 1 divided par nzl pouvoir de -1 fois tmt
  - q3 lzn égaler à nzl pouvoir de 2 divided par rkv pouvoir de 1 plus nzl pouvoir de 2 fois rkv pouvoir de -1 fois tmt
  - q4 ltv égaler à nzl pouvoir de -1 fois skt pouvoir de -1 plus nzl pouvoir de -1 divided par skt pouvoir de 1 fois tmt
Quoi dimensionally impossible ?

Fundo dimensio: amaso; longo; tempo.
Dimensio:
  - dim: tmt, 0, 0 kaj 0
  - dim: lzn, 0, 0 kaj 5
  - dim: spz, 1, 2 kaj 1
  - dim: nzl, -1, 1 kaj 2
  - dim: mlv, 0, -1 kaj 1
  - dim: skt, -2, -1 kaj 1
  - dim: ttz, -3, 3 kaj 1
  - dim: rkv, -2, 2 kaj -1
  - dim: ltv, 3, 1 kaj -3
Ekvacio:
  - q1 spz egali skt potenco de -1 dividita per nzl potenco de -1 plus skt potenco de -1 times nzl potenco de 1 times tmt
  - q2 ttz egali rkv potenco de 1 times nzl potenco de 1 plus rkv potenco de 1 dividita per nzl potenco de -1 times tmt
  - q3 lzn egali nzl potenco de 2 dividita per rkv potenco de 1 plus nzl potenco de 2 times rkv potenco de -1 times tmt
  - q4 ltv egali nzl potenco de -1 times skt potenco de -1 plus nzl potenco de -1 dividita per skt potenco de 1 times tmt
Dimensionally neebla kio?

Base dimensions: tömeg; hossz; idő.
Dimensions:
  - fénytelen: tmt, 0, 0 és 0
  - fénytelen: lzn, 0, 0 és 5
  - fénytelen: spz, 1, 2 és 1
  - fénytelen: nzl, -1, 1 és 2
  - fénytelen: mlv, 0, -1 és 1
  - fénytelen: skt, -2, -1 és 1
  - fénytelen: ttz, -3, 3 és 1
  - fénytelen: rkv, -2, 2 és -1
  - fénytelen: ltv, 3, 1 és -3
Egyenletek:
  - q1 spz egyenlő skt hatalom of -1 divided által nzl hatalom of -1 meg skt hatalom of -1 times nzl hatalom of 1 times tmt
  - q2 ttz egyenlő rkv hatalom of 1 times nzl hatalom of 1 meg rkv hatalom of 1 divided által nzl hatalom of -1 times tmt
  - q3 lzn egyenlő nzl hatalom of 2 divided által rkv hatalom of 1 meg nzl hatalom of 2 times rkv hatalom of -1 times tmt
  - q4 ltv egyenlő nzl hatalom of -1 times skt hatalom of -1 meg nzl hatalom of -1 divided által skt hatalom of 1 times tmt
Dimensionally lehetetlen melyik?

base dimensions:mass; 長度; 時間.
dimensions:
  - dim:tmt, 0, 0及0
  - dim:lzn, 0, 0及5
  - dim:spz, 1, 2及1
  - dim:nzl, -1, 1及2
  - dim:mlv, 0, -1及1
  - dim:skt, -2, -1及1
  - dim:ttz, -3, 3及1
  - dim:rkv, -2, 2及-1
  - dim:ltv, 3, 1及-3
equations:
  - q1:spz匹敵skt電力...嘅-1divided……之前nzl電力...嘅-1plusskt電力...嘅-1timesnzl電力...嘅1timestmt
  - q2:ttz匹敵rkv電力...嘅1timesnzl電力...嘅1plusrkv電力...嘅1divided……之前nzl電力...嘅-1timestmt
  - q3:lzn匹敵nzl電力...嘅2divided……之前rkv電力...嘅1plusnzl電力...嘅2timesrkv電力...嘅-1timestmt
  - q4:ltv匹敵nzl電力...嘅-1timesskt電力...嘅-1plusnzl電力...嘅-1divided……之前skt電力...嘅1timestmt
dimensionally冇可能嘅乜嘢?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tmt, 0, 0 とぅ 0
  - dim: lzn, 0, 0 とぅ 5
  - dim: spz, 1, 2 とぅ 1
  - dim: nzl, -1, 1 とぅ 2
  - dim: mlv, 0, -1 とぅ 1
  - dim: skt, -2, -1 とぅ 1
  - dim: ttz, -3, 3 とぅ 1
  - dim: rkv, -2, 2 とぅ -1
  - dim: ltv, 3, 1 とぅ -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
Dimensionally impossible what?

Base dimensions: масса; ұзындық; уақыт.
Dimensions:
  - dim: tmt, 0, 0 және 0
  - dim: lzn, 0, 0 және 5
  - dim: spz, 1, 2 және 1
  - dim: nzl, -1, 1 және 2
  - dim: mlv, 0, -1 және 1
  - dim: skt, -2, -1 және 1
  - dim: ttz, -3, 3 және 1
  - dim: rkv, -2, 2 және -1
  - dim: ltv, 3, 1 және -3
Теңдеу:
  - q1 spz equal skt билік туралы -1 divided қасында nzl билік туралы -1 plus skt билік туралы -1 times nzl билік туралы 1 times tmt
  - q2 ttz equal rkv билік туралы 1 times nzl билік туралы 1 plus rkv билік туралы 1 divided қасында nzl билік туралы -1 times tmt
  - q3 lzn equal nzl билік туралы 2 divided қасында rkv билік туралы 1 plus nzl билік туралы 2 times rkv билік туралы -1 times tmt
  - q4 ltv equal nzl билік туралы -1 times skt билік туралы -1 plus nzl билік туралы -1 divided қасында skt билік туралы 1 times tmt
Dimensionally impossible не?

בָּסִיס מֵמַד: מַסָּה; length; זְמָן.
מֵמַד:
  - כהה: tmt, 0, 0 וְ־ 0
  - כהה: lzn, 0, 0 וְ־ 5
  - כהה: spz, 1, 2 וְ־ 1
  - כהה: nzl, -1, 1 וְ־ 2
  - כהה: mlv, 0, -1 וְ־ 1
  - כהה: skt, -2, -1 וְ־ 1
  - כהה: ttz, -3, 3 וְ־ 1
  - כהה: rkv, -2, 2 וְ־ -1
  - כהה: ltv, 3, 1 וְ־ -3
equations:
  - q1 spz שָׁוֶה skt חַשְׁמַל שֶׁל -1 divided על ידי nzl חַשְׁמַל שֶׁל -1 פלוס skt חַשְׁמַל שֶׁל -1 times nzl חַשְׁמַל שֶׁל 1 times tmt
  - q2 ttz שָׁוֶה rkv חַשְׁמַל שֶׁל 1 times nzl חַשְׁמַל שֶׁל 1 פלוס rkv חַשְׁמַל שֶׁל 1 divided על ידי nzl חַשְׁמַל שֶׁל -1 times tmt
  - q3 lzn שָׁוֶה nzl חַשְׁמַל שֶׁל 2 divided על ידי rkv חַשְׁמַל שֶׁל 1 פלוס nzl חַשְׁמַל שֶׁל 2 times rkv חַשְׁמַל שֶׁל -1 times tmt
  - q4 ltv שָׁוֶה nzl חַשְׁמַל שֶׁל -1 times skt חַשְׁמַל שֶׁל -1 פלוס nzl חַשְׁמַל שֶׁל -1 divided על ידי skt חַשְׁמַל שֶׁל 1 times tmt
איזה dimensionally בלתי־אפשרי?

Base dimensions: mass; length; ჟამი.
Dimensions:
  - dim: tmt, 0, 0 დო 0
  - dim: lzn, 0, 0 დო 5
  - dim: spz, 1, 2 დო 1
  - dim: nzl, -1, 1 დო 2
  - dim: mlv, 0, -1 დო 1
  - dim: skt, -2, -1 დო 1
  - dim: ttz, -3, 3 დო 1
  - dim: rkv, -2, 2 დო -1
  - dim: ltv, 3, 1 დო -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
Dimensionally impossible what?

Dasar matra-matra: misa; panjang; waktu.
Matra-matra:
  - dim: tmt, 0, 0 dan 0
  - dim: lzn, 0, 0 dan 5
  - dim: spz, 1, 2 dan 1
  - dim: nzl, -1, 1 dan 2
  - dim: mlv, 0, -1 dan 1
  - dim: skt, -2, -1 dan 1
  - dim: ttz, -3, 3 dan 1
  - dim: rkv, -2, 2 dan -1
  - dim: ltv, 3, 1 dan -3
Persamaan-persamaan:
  - q1 spz sederajat skt kekuasaan dari -1 divided kena nzl kekuasaan dari -1 plus skt kekuasaan dari -1 kali nzl kekuasaan dari 1 kali tmt
  - q2 ttz sederajat rkv kekuasaan dari 1 kali nzl kekuasaan dari 1 plus rkv kekuasaan dari 1 divided kena nzl kekuasaan dari -1 kali tmt
  - q3 lzn sederajat nzl kekuasaan dari 2 divided kena rkv kekuasaan dari 1 plus nzl kekuasaan dari 2 kali rkv kekuasaan dari -1 kali tmt
  - q4 ltv sederajat nzl kekuasaan dari -1 kali skt kekuasaan dari -1 plus nzl kekuasaan dari -1 divided kena skt kekuasaan dari 1 kali tmt
Dimensionally mustahil apa?

មូលដ្ឋានវិមាត្រ:ម៉ាស; ប្រវែង; កាល.
វិមាត្រ:
  - dim:tmt, 0, 0នឹង0
  - dim:lzn, 0, 0នឹង5
  - dim:spz, 1, 2នឹង1
  - dim:nzl, -1, 1នឹង2
  - dim:mlv, 0, -1នឹង1
  - dim:skt, -2, -1នឹង1
  - dim:ttz, -3, 3នឹង1
  - dim:rkv, -2, 2នឹង-1
  - dim:ltv, 3, 1នឹង-3
សមីការ:
  - q1:spzស្មើនឹងsktអំណាចនៃ-1divided bynzlអំណាចនៃ-1បូកsktអំណាចនៃ-1គុណnzlអំណាចនៃ1គុណtmt
  - q2:ttzស្មើនឹងrkvអំណាចនៃ1គុណnzlអំណាចនៃ1បូកrkvអំណាចនៃ1divided bynzlអំណាចនៃ-1គុណtmt
  - q3:lznស្មើនឹងnzlអំណាចនៃ2divided byrkvអំណាចនៃ1បូកnzlអំណាចនៃ2គុណrkvអំណាចនៃ-1គុណtmt
  - q4:ltvស្មើនឹងnzlអំណាចនៃ-1គុណsktអំណាចនៃ-1បូកnzlអំណាចនៃ-1divided bysktអំណាចនៃ1គុណtmt
dimensionallyមិនអាចទៅរួចអី?

base dimensions:ມວນ; ຄວາມຍາວ; ເວລາ.
dimensions:
  - dim:tmt, 0, 0ແລະ0
  - dim:lzn, 0, 0ແລະ5
  - dim:spz, 1, 2ແລະ1
  - dim:nzl, -1, 1ແລະ2
  - dim:mlv, 0, -1ແລະ1
  - dim:skt, -2, -1ແລະ1
  - dim:ttz, -3, 3ແລະ1
  - dim:rkv, -2, 2ແລະ-1
  - dim:ltv, 3, 1ແລະ-3
ສົມຜົນ:
  - q1:spzequalsktອາຍາຂອງ-1divided bynzlອາຍາຂອງ-1plussktອາຍາຂອງ-1timesnzlອາຍາຂອງ1timestmt
  - q2:ttzequalrkvອາຍາຂອງ1timesnzlອາຍາຂອງ1plusrkvອາຍາຂອງ1divided bynzlອາຍາຂອງ-1timestmt
  - q3:lznequalnzlອາຍາຂອງ2divided byrkvອາຍາຂອງ1plusnzlອາຍາຂອງ2timesrkvອາຍາຂອງ-1timestmt
  - q4:ltvequalnzlອາຍາຂອງ-1timessktອາຍາຂອງ-1plusnzlອາຍາຂອງ-1divided bysktອາຍາຂອງ1timestmt
dimensionally impossibleຫຍັງ?

base dimensions: mass; పొడవు; సంఘటన.
dimensions:
  - మసక: tmt, 0, 0 మరియు 0
  - మసక: lzn, 0, 0 మరియు 5
  - మసక: spz, 1, 2 మరియు 1
  - మసక: nzl, -1, 1 మరియు 2
  - మసక: mlv, 0, -1 మరియు 1
  - మసక: skt, -2, -1 మరియు 1
  - మసక: ttz, -3, 3 మరియు 1
  - మసక: rkv, -2, 2 మరియు -1
  - మసక: ltv, 3, 1 మరియు -3
equations:
  - q1 spz skt -1 పలుకుబడి of nzl -1 పలుకుబడి of divided by skt -1 పలుకుబడి of nzl 1 పలుకుబడి of times tmt times plus equal
  - q2 ttz rkv 1 పలుకుబడి of nzl 1 పలుకుబడి of times rkv 1 పలుకుబడి of nzl -1 పలుకుబడి of divided by tmt times plus equal
  - q3 lzn nzl 2 పలుకుబడి of rkv 1 పలుకుబడి of divided by nzl 2 పలుకుబడి of rkv -1 పలుకుబడి of times tmt times plus equal
  - q4 ltv nzl -1 పలుకుబడి of skt -1 పలుకుబడి of times nzl -1 పలుకుబడి of skt 1 పలుకుబడి of divided by tmt times plus equal
dimensionally impossible ఏమిటి?

Base dimensions: mass; length; ìgbà.
Dimensions:
  - dim: tmt, 0, 0 0
  - dim: lzn, 0, 0 5
  - dim: spz, 1, 2 1
  - dim: nzl, -1, 1 2
  - dim: mlv, 0, -1 1
  - dim: skt, -2, -1 1
  - dim: ttz, -3, 3 1
  - dim: rkv, -2, 2 -1
  - dim: ltv, 3, 1 -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
What dimensionally impossible?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tmt, 0, 0 0
  - dim: lzn, 0, 0 5
  - dim: spz, 1, 2 1
  - dim: nzl, -1, 1 2
  - dim: mlv, 0, -1 1
  - dim: skt, -2, -1 1
  - dim: ttz, -3, 3 1
  - dim: rkv, -2, 2 -1
  - dim: ltv, 3, 1 -3
Equations:
  - q1 spz skt -1 power of nzl -1 power of divided by skt -1 power of nzl 1 power of times tmt times plus equal
  - q2 ttz rkv 1 power of nzl 1 power of times rkv 1 power of nzl -1 power of divided by tmt times plus equal
  - q3 lzn nzl 2 power of rkv 1 power of divided by nzl 2 power of rkv -1 power of times tmt times plus equal
  - q4 ltv nzl -1 power of skt -1 power of times nzl -1 power of skt 1 power of divided by tmt times plus equal
Dimensionally impossible what?

base dimensions: mass; length; time.
dimensions:
  - dim: tmt, 0, 0 0
  - dim: lzn, 0, 0 5
  - dim: spz, 1, 2 1
  - dim: nzl, -1, 1 2
  - dim: mlv, 0, -1 1
  - dim: skt, -2, -1 1
  - dim: ttz, -3, 3 1
  - dim: rkv, -2, 2 -1
  - dim: ltv, 3, 1 -3
equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
dimensionally impossible what?

Base dimensions: mass; langa; time.
Dimensions:
  - dim: tmt, 0, 0 0
  - dim: lzn, 0, 0 5
  - dim: spz, 1, 2 1
  - dim: nzl, -1, 1 2
  - dim: mlv, 0, -1 1
  - dim: skt, -2, -1 1
  - dim: ttz, -3, 3 1
  - dim: rkv, -2, 2 -1
  - dim: ltv, 3, 1 -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tmt, 0, 0 0
  - dim: lzn, 0, 0 5
  - dim: spz, 1, 2 1
  - dim: nzl, -1, 1 2
  - dim: mlv, 0, -1 1
  - dim: skt, -2, -1 1
  - dim: ttz, -3, 3 1
  - dim: rkv, -2, 2 -1
  - dim: ltv, 3, 1 -3
Equations:
  - q1 spz equal skt power of -1 divided by nzl power of -1 plus skt power of -1 times nzl power of 1 times tmt
  - q2 ttz equal rkv power of 1 times nzl power of 1 plus rkv power of 1 divided by nzl power of -1 times tmt
  - q3 lzn equal nzl power of 2 divided by rkv power of 1 plus nzl power of 2 times rkv power of -1 times tmt
  - q4 ltv equal nzl power of -1 times skt power of -1 plus nzl power of -1 divided by skt power of 1 times tmt
Dimensionally impossible what?

Base dimensions: mass; length; вахт.
Dimensions:
  - dim: tmt, 0, 0 0
  - dim: lzn, 0, 0 5
  - dim: spz, 1, 2 1
  - dim: nzl, -1, 1 2
  - dim: mlv, 0, -1 1
  - dim: skt, -2, -1 1
  - dim: ttz, -3, 3 1
  - dim: rkv, -2, 2 -1
  - dim: ltv, 3, 1 -3
Equations:
  - q1 spz skt -1 power of nzl -1 power of divided by skt -1 power of nzl 1 power of times tmt times plus equal
  - q2 ttz rkv 1 power of nzl 1 power of times rkv 1 power of nzl -1 power of divided by tmt times plus equal
  - q3 lzn nzl 2 power of rkv 1 power of divided by nzl 2 power of rkv -1 power of times tmt times plus equal
  - q4 ltv nzl -1 power of skt -1 power of times nzl -1 power of skt 1 power of divided by tmt times plus equal
Dimensionally impossible вуч?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tnv, -2, -1 and 2
  - dim: zkk, 1, 2 and 2
  - dim: llk, 2, 0 and 2
  - dim: rkl, -3, -3 and 0
  - dim: vst, -4, -3 and 5
  - dim: rrs, -2, 2 and 8
  - dim: kns, -5, -6 and 0
  - dim: mpl, 0, 0 and 0
  - dim: nmv, 0, 1 and -1
Equations:
  - q1 vst equals nmv to the power -1 times tnv to the power 2 plus nmv to the power -1 divided by tnv to the power -2 times mpl
  - q2 kns equals tnv to the power 2 divided by zkk to the power 2
  - q3 rrs equals zkk to the power 2 times tnv to the power 2 plus zkk to the power 2 divided by tnv to the power -2 times mpl
  - q4 rkl equals tnv to the power 1 times zkk to the power -1
What is the dimensionally impossible?

Las dimensiones básicas son: masa; longitud; tiempo.
Las dimensiones son:
  - las dimensiones de: tnv, -2, -1 y 2
  - las dimensiones de: zkk, 1, 2 y 2
  - las dimensiones de: llk, 2, 0 y 2
  - las dimensiones de: rkl, -3, -3 y 0
  - las dimensiones de: vst, -4, -3 y 5
  - las dimensiones de: rrs, -2, 2 y 8
  - las dimensiones de: kns, -5, -6 y 0
  - las dimensiones de: mpl, 0, 0 y 0
  - las dimensiones de: nmv, 0, 1 y -1
Las ecuaciones son:
  - q1: vst es igual a nmv elevado a -1 por tnv elevado a 2 más nmv elevado a -1 dividido por tnv elevado a -2 por mpl
  - q2: kns es igual a tnv elevado a 2 dividido por zkk elevado a 2
  - q3: rrs es igual a zkk elevado a 2 por tnv elevado a 2 más zkk elevado a 2 dividido por tnv elevado a -2 por mpl
  - q4: rkl es igual a tnv elevado a 1 por zkk elevado a -1
¿Qué dimensionally impossible?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：tnv、-2、-1和2
  - 的量纲是：zkk、1、2和2
  - 的量纲是：llk、2、0和2
  - 的量纲是：rkl、-3、-3和0
  - 的量纲是：vst、-4、-3和5
  - 的量纲是：rrs、-2、2和8
  - 的量纲是：kns、-5、-6和0
  - 的量纲是：mpl、0、0和0
  - 的量纲是：nmv、0、1和-1
方程如下：q1：vst等于nmv的次方是-1乘以tnv的次方是2加nmv的次方是-1除以tnv的次方是-2乘以mpl；q2：kns等于tnv的次方是2除以zkk的次方是2；q3：rrs等于zkk的次方是2乘以tnv的次方是2加zkk的次方是2除以tnv的次方是-2乘以mpl；q4：rkl等于tnv的次方是1乘以zkk的次方是-1。
dimensionally impossible什么？

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: tnv, -2, -1 ve 2
  - dim: zkk, 1, 2 ve 2
  - dim: llk, 2, 0 ve 2
  - dim: rkl, -3, -3 ve 0
  - dim: vst, -4, -3 ve 5
  - dim: rrs, -2, 2 ve 8
  - dim: kns, -5, -6 ve 0
  - dim: mpl, 0, 0 ve 0
  - dim: nmv, 0, 1 ve -1
Equations:
  - q1: vst nmv -1 power tnv 2 power çarpı nmv -1 power tnv -2 power bölü mpl çarpı artı eşittir
  - q2: kns tnv 2 power zkk 2 power bölü eşittir
  - q3: rrs zkk 2 power tnv 2 power çarpı zkk 2 power tnv -2 power bölü mpl çarpı artı eşittir
  - q4: rkl tnv 1 power zkk -1 power çarpı eşittir
Dimensionally impossible ne?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: tnv, -2, -1 na 2
  - dim: zkk, 1, 2 na 2
  - dim: llk, 2, 0 na 2
  - dim: rkl, -3, -3 na 0
  - dim: vst, -4, -3 na 5
  - dim: rrs, -2, 2 na 8
  - dim: kns, -5, -6 na 0
  - dim: mpl, 0, 0 na 0
  - dim: nmv, 0, 1 na -1
Equations:
  - q1: vst ni sawa na nmv power ya -1 times tnv power ya 2 plus nmv power ya -1 divided by tnv power ya -2 times mpl
  - q2: kns ni sawa na tnv power ya 2 divided by zkk power ya 2
  - q3: rrs ni sawa na zkk power ya 2 times tnv power ya 2 plus zkk power ya 2 divided by tnv power ya -2 times mpl
  - q4: rkl ni sawa na tnv power ya 1 times zkk power ya -1
Dimensionally impossible nini?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tnv, -2, -1 and 2
  - dim: zkk, 1, 2 and 2
  - dim: llk, 2, 0 and 2
  - dim: rkl, -3, -3 and 0
  - dim: vst, -4, -3 and 5
  - dim: rrs, -2, 2 and 8
  - dim: kns, -5, -6 and 0
  - dim: mpl, 0, 0 and 0
  - dim: nmv, 0, 1 and -1
Equations:
  - q1 vst equals nmv to the power -1 times tnv to the power 2 plus nmv to the power -1 divided by tnv to the power -2 times mpl
  - q2 kns equals tnv to the power 2 divided by zkk to the power 2
  - q3 rrs equals zkk to the power 2 times tnv to the power 2 plus zkk to the power 2 divided by tnv to the power -2 times mpl
  - q4 rkl equals tnv to the power 1 times zkk to the power -1
What is the dimensionally impossible?

{base_dimensions: [mass length time], dimensions: [(dim tnv -2 -1 2) (dim zkk 1 2 2) (dim llk 2 0 2) (dim rkl -3 -3 0) (dim vst -4 -3 5) (dim rrs -2 2 8) (dim kns -5 -6 0) (dim mpl 0 0 0) (dim nmv 0 1 -1)], equations: [(equation q1 (eq vst (add (mul (pow nmv -1) (pow tnv 2)) (mul (div (pow nmv -1) (pow tnv -2)) mpl)))) (equation q2 (eq kns (div (pow tnv 2) (pow zkk 2)))) (equation q3 (eq rrs (add (mul (pow zkk 2) (pow tnv 2)) (mul (div (pow zkk 2) (pow tnv -2)) mpl)))) (equation q4 (eq rkl (mul (pow tnv 1) (pow zkk -1))))], query: dimensionally_impossible}

Basis Dimensionen: Masse; Länge; Zeit.
Dimensionen:
  - dämmerig: tnv, -2, -1 und 2
  - dämmerig: zkk, 1, 2 und 2
  - dämmerig: llk, 2, 0 und 2
  - dämmerig: rkl, -3, -3 und 0
  - dämmerig: vst, -4, -3 und 5
  - dämmerig: rrs, -2, 2 und 8
  - dämmerig: kns, -5, -6 und 0
  - dämmerig: mpl, 0, 0 und 0
  - dämmerig: nmv, 0, 1 und -1
Gleichungen:
  - q1 vst gleichen nmv Macht aus -1 mal tnv Macht aus 2 plus nmv Macht aus -1 geteilt mit tnv Macht aus -2 mal mpl
  - q2 kns gleichen tnv Macht aus 2 geteilt mit zkk Macht aus 2
  - q3 rrs gleichen zkk Macht aus 2 mal tnv Macht aus 2 plus zkk Macht aus 2 geteilt mit tnv Macht aus -2 mal mpl
  - q4 rkl gleichen tnv Macht aus 1 mal zkk Macht aus -1
Was dimensionally unmöglich?

Base dimensions: маса; дужина; вре́ме.
Dimensions:
  - dim: tnv, -2, -1 и 2
  - dim: zkk, 1, 2 и 2
  - dim: llk, 2, 0 и 2
  - dim: rkl, -3, -3 и 0
  - dim: vst, -4, -3 и 5
  - dim: rrs, -2, 2 и 8
  - dim: kns, -5, -6 и 0
  - dim: mpl, 0, 0 и 0
  - dim: nmv, 0, 1 и -1
Једна̀чина:
  - q1 vst је̏дна̄к nmv вла̑ст od -1 times tnv вла̑ст od 2 plus nmv вла̑ст od -1 divided by tnv вла̑ст od -2 times mpl
  - q2 kns је̏дна̄к tnv вла̑ст od 2 divided by zkk вла̑ст od 2
  - q3 rrs је̏дна̄к zkk вла̑ст od 2 times tnv вла̑ст od 2 plus zkk вла̑ст od 2 divided by tnv вла̑ст od -2 times mpl
  - q4 rkl је̏дна̄к tnv вла̑ст od 1 times zkk вла̑ст od -1
Dimensionally немогућ kakav?

Perustus mitat: massa; pituus; aika.
Mitat:
  - himmeä: tnv, -2, -1 ja 2
  - himmeä: zkk, 1, 2 ja 2
  - himmeä: llk, 2, 0 ja 2
  - himmeä: rkl, -3, -3 ja 0
  - himmeä: vst, -4, -3 ja 5
  - himmeä: rrs, -2, 2 ja 8
  - himmeä: kns, -5, -6 ja 0
  - himmeä: mpl, 0, 0 ja 0
  - himmeä: nmv, 0, 1 ja -1
Yhtälöt:
  - q1 vst sama nmv valta vaille -1 kertaa tnv valta vaille 2 plus nmv valta vaille -1 jaettu kautta tnv valta vaille -2 kertaa mpl
  - q2 kns sama tnv valta vaille 2 jaettu kautta zkk valta vaille 2
  - q3 rrs sama zkk valta vaille 2 kertaa tnv valta vaille 2 plus zkk valta vaille 2 jaettu kautta tnv valta vaille -2 kertaa mpl
  - q4 rkl sama tnv valta vaille 1 kertaa zkk valta vaille -1
Mikä dimensionally mahdoton?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：tnv、-2、-1和2
  - 的量纲是：zkk、1、2和2
  - 的量纲是：llk、2、0和2
  - 的量纲是：rkl、-3、-3和0
  - 的量纲是：vst、-4、-3和5
  - 的量纲是：rrs、-2、2和8
  - 的量纲是：kns、-5、-6和0
  - 的量纲是：mpl、0、0和0
  - 的量纲是：nmv、0、1和-1
方程如下：q1：vst等于nmv的次方是-1乘以tnv的次方是2加nmv的次方是-1除以tnv的次方是-2乘以mpl；q2：kns等于tnv的次方是2除以zkk的次方是2；q3：rrs等于zkk的次方是2乘以tnv的次方是2加zkk的次方是2除以tnv的次方是-2乘以mpl；q4：rkl等于tnv的次方是1乘以zkk的次方是-1。
dimensionally impossible什么？

基礎面積:質量; 長さ; 時間.
面積:
  - 薄暗い:tnv, -2, -1と2
  - 薄暗い:zkk, 1, 2と2
  - 薄暗い:llk, 2, 0と2
  - 薄暗い:rkl, -3, -3と0
  - 薄暗い:vst, -4, -3と5
  - 薄暗い:rrs, -2, 2と8
  - 薄暗い:kns, -5, -6と0
  - 薄暗い:mpl, 0, 0と0
  - 薄暗い:nmv, 0, 1と-1
方程式:q1:vstnmv-1力の中のtnv2力の中の掛けるnmv-1力の中のtnv-2力の中の分かれた…でmpl掛ける足す等しい; q2:knstnv2力の中のzkk2力の中の分かれた…で等しい; q3:rrszkk2力の中のtnv2力の中の掛けるzkk2力の中のtnv-2力の中の分かれた…でmpl掛ける足す等しい; q4:rkltnv1力の中のzkk-1力の中の掛ける等しい.
dimensionally不可能な何と?

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: tnv, -2, -1 ve 2
  - dim: zkk, 1, 2 ve 2
  - dim: llk, 2, 0 ve 2
  - dim: rkl, -3, -3 ve 0
  - dim: vst, -4, -3 ve 5
  - dim: rrs, -2, 2 ve 8
  - dim: kns, -5, -6 ve 0
  - dim: mpl, 0, 0 ve 0
  - dim: nmv, 0, 1 ve -1
Equations:
  - q1: vst nmv -1 power tnv 2 power çarpı nmv -1 power tnv -2 power bölü mpl çarpı artı eşittir
  - q2: kns tnv 2 power zkk 2 power bölü eşittir
  - q3: rrs zkk 2 power tnv 2 power çarpı zkk 2 power tnv -2 power bölü mpl çarpı artı eşittir
  - q4: rkl tnv 1 power zkk -1 power çarpı eşittir
Dimensionally impossible ne?

أَسَاس بُعْد: كُتْلَة؛ طُول؛ زَمَان.
بُعْد:
  - dim: tnv، -2، -1 وَـ 2
  - dim: zkk، 1، 2 وَـ 2
  - dim: llk، 2، 0 وَـ 2
  - dim: rkl، -3، -3 وَـ 0
  - dim: vst، -4، -3 وَـ 5
  - dim: rrs، -2، 2 وَـ 8
  - dim: kns، -5، -6 وَـ 0
  - dim: mpl، 0، 0 وَـ 0
  - dim: nmv، 0، 1 وَـ -1
مُعَادَلَة:
  - q1 equal vst زَائِد فِي قُوَّة مِنْ nmv -1 قُوَّة مِنْ tnv 2 فِي divided بِـ قُوَّة مِنْ nmv -1 قُوَّة مِنْ tnv -2 mpl
  - q2 equal kns divided بِـ قُوَّة مِنْ tnv 2 قُوَّة مِنْ zkk 2
  - q3 equal rrs زَائِد فِي قُوَّة مِنْ zkk 2 قُوَّة مِنْ tnv 2 فِي divided بِـ قُوَّة مِنْ zkk 2 قُوَّة مِنْ tnv -2 mpl
  - q4 equal rkl فِي قُوَّة مِنْ tnv 1 قُوَّة مِنْ zkk -1
dimensionally مُسْتَحِيل مَاذَا؟

Საფუძველი სიდიდეები: მასა; length; დრო.
Სიდიდეები:
  - dim: tnv, -2, -1 და 2
  - dim: zkk, 1, 2 და 2
  - dim: llk, 2, 0 და 2
  - dim: rkl, -3, -3 და 0
  - dim: vst, -4, -3 და 5
  - dim: rrs, -2, 2 და 8
  - dim: kns, -5, -6 და 0
  - dim: mpl, 0, 0 და 0
  - dim: nmv, 0, 1 და -1
Equations:
  - q1 vst nmv -1 ძალაუფლება of tnv 2 ძალაუფლება of times nmv -1 ძალაუფლება of tnv -2 ძალაუფლება of divided by mpl times plus თანასწორი
  - q2 kns tnv 2 ძალაუფლება of zkk 2 ძალაუფლება of divided by თანასწორი
  - q3 rrs zkk 2 ძალაუფლება of tnv 2 ძალაუფლება of times zkk 2 ძალაუფლება of tnv -2 ძალაუფლება of divided by mpl times plus თანასწორი
  - q4 rkl tnv 1 ძალაუფლება of zkk -1 ძალაუფლება of times თანასწორი
Dimensionally შეუძლებელი რა?

Base dimensions: papatipu; roa; wā.
Dimensions:
  - pongipongi: tnv, -2, -1 me 2
  - pongipongi: zkk, 1, 2 me 2
  - pongipongi: llk, 2, 0 me 2
  - pongipongi: rkl, -3, -3 me 0
  - pongipongi: vst, -4, -3 me 5
  - pongipongi: rrs, -2, 2 me 8
  - pongipongi: kns, -5, -6 me 0
  - pongipongi: mpl, 0, 0 me 0
  - pongipongi: nmv, 0, 1 me -1
Equations:
  - q1 equal vst ngahoro times awenga o nmv -1 awenga o tnv 2 times divided nā awenga o nmv -1 awenga o tnv -2 mpl
  - q2 equal kns divided nā awenga o tnv 2 awenga o zkk 2
  - q3 equal rrs ngahoro times awenga o zkk 2 awenga o tnv 2 times divided nā awenga o zkk 2 awenga o tnv -2 mpl
  - q4 equal rkl times awenga o tnv 1 awenga o zkk -1
Dimensionally tē-taea unutai?

Bazơ chiều: khối lượng; chiều dài; thời gian.
Chiều:
  - mờ: tnv, -2, -1 và 2
  - mờ: zkk, 1, 2 và 2
  - mờ: llk, 2, 0 và 2
  - mờ: rkl, -3, -3 và 0
  - mờ: vst, -4, -3 và 5
  - mờ: rrs, -2, 2 và 8
  - mờ: kns, -5, -6 và 0
  - mờ: mpl, 0, 0 và 0
  - mờ: nmv, 0, 1 và -1
Phương trình:
  - q1 vst equal nmv quyền lực bằng -1 nhân tnv quyền lực bằng 2 cộng nmv quyền lực bằng -1 divided bằng cách tnv quyền lực bằng -2 nhân mpl
  - q2 kns equal tnv quyền lực bằng 2 divided bằng cách zkk quyền lực bằng 2
  - q3 rrs equal zkk quyền lực bằng 2 nhân tnv quyền lực bằng 2 cộng zkk quyền lực bằng 2 divided bằng cách tnv quyền lực bằng -2 nhân mpl
  - q4 rkl equal tnv quyền lực bằng 1 nhân zkk quyền lực bằng -1
Dimensionally không thể gì?

ฐานมิติ:มวล; ความยาว; เวลา.
มิติ:
  - มัว:tnv, -2, -1และ2
  - มัว:zkk, 1, 2และ2
  - มัว:llk, 2, 0และ2
  - มัว:rkl, -3, -3และ0
  - มัว:vst, -4, -3และ5
  - มัว:rrs, -2, 2และ8
  - มัว:kns, -5, -6และ0
  - มัว:mpl, 0, 0และ0
  - มัว:nmv, 0, 1และ-1
สมการ:
  - q1:vstเท่ากับnmvอำนาจของ-1คูณtnvอำนาจของ2บวกnmvอำนาจของ-1dividedโดยtnvอำนาจของ-2คูณmpl
  - q2:knsเท่ากับtnvอำนาจของ2dividedโดยzkkอำนาจของ2
  - q3:rrsเท่ากับzkkอำนาจของ2คูณtnvอำนาจของ2บวกzkkอำนาจของ2dividedโดยtnvอำนาจของ-2คูณmpl
  - q4:rklเท่ากับtnvอำนาจของ1คูณzkkอำนาจของ-1
dimensionallyเป็นไปไม่ได้อะไร?

base dimensions: mass; நீளம்; நேரம்.
dimensions:
  - மங்கலான: tnv, -2, -1 மற்றும் 2
  - மங்கலான: zkk, 1, 2 மற்றும் 2
  - மங்கலான: llk, 2, 0 மற்றும் 2
  - மங்கலான: rkl, -3, -3 மற்றும் 0
  - மங்கலான: vst, -4, -3 மற்றும் 5
  - மங்கலான: rrs, -2, 2 மற்றும் 8
  - மங்கலான: kns, -5, -6 மற்றும் 0
  - மங்கலான: mpl, 0, 0 மற்றும் 0
  - மங்கலான: nmv, 0, 1 மற்றும் -1
சமன்பாடு:
  - q1 vst nmv -1 கரண்ட் கொண்ட tnv 2 கரண்ட் கொண்ட times nmv -1 கரண்ட் கொண்ட tnv -2 கரண்ட் கொண்ட divided by mpl times plus equal
  - q2 kns tnv 2 கரண்ட் கொண்ட zkk 2 கரண்ட் கொண்ட divided by equal
  - q3 rrs zkk 2 கரண்ட் கொண்ட tnv 2 கரண்ட் கொண்ட times zkk 2 கரண்ட் கொண்ட tnv -2 கரண்ட் கொண்ட divided by mpl times plus equal
  - q4 rkl tnv 1 கரண்ட் கொண்ட zkk -1 கரண்ட் கொண்ட times equal
dimensionally impossible என்ன?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: tnv, -2, -1 na 2
  - dim: zkk, 1, 2 na 2
  - dim: llk, 2, 0 na 2
  - dim: rkl, -3, -3 na 0
  - dim: vst, -4, -3 na 5
  - dim: rrs, -2, 2 na 8
  - dim: kns, -5, -6 na 0
  - dim: mpl, 0, 0 na 0
  - dim: nmv, 0, 1 na -1
Equations:
  - q1: vst ni sawa na nmv power ya -1 times tnv power ya 2 plus nmv power ya -1 divided by tnv power ya -2 times mpl
  - q2: kns ni sawa na tnv power ya 2 divided by zkk power ya 2
  - q3: rrs ni sawa na zkk power ya 2 times tnv power ya 2 plus zkk power ya 2 divided by tnv power ya -2 times mpl
  - q4: rkl ni sawa na tnv power ya 1 times zkk power ya -1
Dimensionally impossible nini?

Base dimensions: mass; nineezgo; ookił.
Dimensions:
  - dim: tnv, -2, -1 dóó 2
  - dim: zkk, 1, 2 dóó 2
  - dim: llk, 2, 0 dóó 2
  - dim: rkl, -3, -3 dóó 0
  - dim: vst, -4, -3 dóó 5
  - dim: rrs, -2, 2 dóó 8
  - dim: kns, -5, -6 dóó 0
  - dim: mpl, 0, 0 dóó 0
  - dim: nmv, 0, 1 dóó -1
Equations:
  - q1 vst nmv -1 power of tnv 2 power of ahą́ą́h nániilyá nmv -1 power of tnv -2 power of divided by mpl ahą́ą́h nániilyá plus equal
  - q2 kns tnv 2 power of zkk 2 power of divided by equal
  - q3 rrs zkk 2 power of tnv 2 power of ahą́ą́h nániilyá zkk 2 power of tnv -2 power of divided by mpl ahą́ą́h nániilyá plus equal
  - q4 rkl tnv 1 power of zkk -1 power of ahą́ą́h nániilyá equal
Dimensionally impossible haʼátʼíísh?

Base dimensions: mass; length; piffissaq.
Dimensions:
  - dim: tnv, -2, -1 aamma 2
  - dim: zkk, 1, 2 aamma 2
  - dim: llk, 2, 0 aamma 2
  - dim: rkl, -3, -3 aamma 0
  - dim: vst, -4, -3 aamma 5
  - dim: rrs, -2, 2 aamma 8
  - dim: kns, -5, -6 aamma 0
  - dim: mpl, 0, 0 aamma 0
  - dim: nmv, 0, 1 aamma -1
Assigiissitaq:
  - q1 vst nmv -1 power of tnv 2 power of times nmv -1 power of tnv -2 power of divided by mpl times plus equal
  - q2 kns tnv 2 power of zkk 2 power of divided by equal
  - q3 rrs zkk 2 power of tnv 2 power of times zkk 2 power of tnv -2 power of divided by mpl times plus equal
  - q4 rkl tnv 1 power of zkk -1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; taim.
Dimensions:
  - dim: tnv, -2, -1 na 2
  - dim: zkk, 1, 2 na 2
  - dim: llk, 2, 0 na 2
  - dim: rkl, -3, -3 na 0
  - dim: vst, -4, -3 na 5
  - dim: rrs, -2, 2 na 8
  - dim: kns, -5, -6 na 0
  - dim: mpl, 0, 0 na 0
  - dim: nmv, 0, 1 na -1
Equations:
  - q1 vst equal nmv power bilong -1 times tnv power bilong 2 plus nmv power bilong -1 divided by tnv power bilong -2 times mpl
  - q2 kns equal tnv power bilong 2 divided by zkk power bilong 2
  - q3 rrs equal zkk power bilong 2 times tnv power bilong 2 plus zkk power bilong 2 divided by tnv power bilong -2 times mpl
  - q4 rkl equal tnv power bilong 1 times zkk power bilong -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tnv, -2, -1 2
  - dim: zkk, 1, 2 2
  - dim: llk, 2, 0 2
  - dim: rkl, -3, -3 0
  - dim: vst, -4, -3 5
  - dim: rrs, -2, 2 8
  - dim: kns, -5, -6 0
  - dim: mpl, 0, 0 0
  - dim: nmv, 0, 1 -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
Dimensionally impossible kwèch?

Base dimensions: mass; length; ха.
Dimensions:
  - dim: tnv, -2, -1 а 2
  - dim: zkk, 1, 2 а 2
  - dim: llk, 2, 0 а 2
  - dim: rkl, -3, -3 а 0
  - dim: vst, -4, -3 а 5
  - dim: rrs, -2, 2 а 8
  - dim: kns, -5, -6 а 0
  - dim: mpl, 0, 0 а 0
  - dim: nmv, 0, 1 а -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
Dimensionally impossible фу?

기초 치수: 질량; 길이; 시간.
치수:
  - dim: tnv, -2, -1 2
  - dim: zkk, 1, 2 2
  - dim: llk, 2, 0 2
  - dim: rkl, -3, -3 0
  - dim: vst, -4, -3 5
  - dim: rrs, -2, 2 8
  - dim: kns, -5, -6 0
  - dim: mpl, 0, 0 0
  - dim: nmv, 0, 1 -1
방정식:
  - q1 vst nmv -1 힘 ...의 tnv 2 힘 ...의 곱하기 nmv -1 힘 ...의 tnv -2 힘 ...의 divided ...로써 mpl 곱하기 더하기 같다
  - q2 kns tnv 2 힘 ...의 zkk 2 힘 ...의 divided ...로써 같다
  - q3 rrs zkk 2 힘 ...의 tnv 2 힘 ...의 곱하기 zkk 2 힘 ...의 tnv -2 힘 ...의 divided ...로써 mpl 곱하기 더하기 같다
  - q4 rkl tnv 1 힘 ...의 zkk -1 힘 ...의 곱하기 같다
dimensionally 불가능하다 무엇?

Base dimensions: masa; length; denbora.
Dimensions:
  - dim: tnv, -2, -1 eta 2
  - dim: zkk, 1, 2 eta 2
  - dim: llk, 2, 0 eta 2
  - dim: rkl, -3, -3 eta 0
  - dim: vst, -4, -3 eta 5
  - dim: rrs, -2, 2 eta 8
  - dim: kns, -5, -6 eta 0
  - dim: mpl, 0, 0 eta 0
  - dim: nmv, 0, 1 eta -1
Ekuazio:
  - q1 vst nmv -1 power of tnv 2 power of bider nmv -1 power of tnv -2 power of divided by mpl bider gehi berdin
  - q2 kns tnv 2 power of zkk 2 power of divided by berdin
  - q3 rrs zkk 2 power of tnv 2 power of bider zkk 2 power of tnv -2 power of divided by mpl bider gehi berdin
  - q4 rkl tnv 1 power of zkk -1 power of bider berdin
Dimensionally impossible zer?

Base dimensions: mass; ᏂᎦᏅᎯᏒ; ᎠᎵᏱᎵᏒ.
ᏂᎦᏅᎯᏒ:
  - dim: tnv, -2, -1 ᎠᎴ 2
  - dim: zkk, 1, 2 ᎠᎴ 2
  - dim: llk, 2, 0 ᎠᎴ 2
  - dim: rkl, -3, -3 ᎠᎴ 0
  - dim: vst, -4, -3 ᎠᎴ 5
  - dim: rrs, -2, 2 ᎠᎴ 8
  - dim: kns, -5, -6 ᎠᎴ 0
  - dim: mpl, 0, 0 ᎠᎴ 0
  - dim: nmv, 0, 1 ᎠᎴ -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
What dimensionally impossible?

Base dimensions: mass; karu kay; pacha.
Dimensions:
  - dim: tnv, -2, -1 2
  - dim: zkk, 1, 2 2
  - dim: llk, 2, 0 2
  - dim: rkl, -3, -3 0
  - dim: vst, -4, -3 5
  - dim: rrs, -2, 2 8
  - dim: kns, -5, -6 0
  - dim: mpl, 0, 0 0
  - dim: nmv, 0, 1 -1
Paqtachani:
  - q1 vst paqta nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns paqta tnv power of 2 divided by zkk power of 2
  - q3 rrs paqta zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl paqta tnv power of 1 times zkk power of -1
Dimensionally impossible what?

Base dimensions: mass; length; гъо.
Dimensions:
  - dim: tnv, -2, -1 ыкӏи 2
  - dim: zkk, 1, 2 ыкӏи 2
  - dim: llk, 2, 0 ыкӏи 2
  - dim: rkl, -3, -3 ыкӏи 0
  - dim: vst, -4, -3 ыкӏи 5
  - dim: rrs, -2, 2 ыкӏи 8
  - dim: kns, -5, -6 ыкӏи 0
  - dim: mpl, 0, 0 ыкӏи 0
  - dim: nmv, 0, 1 ыкӏи -1
Equations:
  - q1 vst nmv -1 power of tnv 2 power of times nmv -1 power of tnv -2 power of divided by mpl times plus equal
  - q2 kns tnv 2 power of zkk 2 power of divided by equal
  - q3 rrs zkk 2 power of tnv 2 power of times zkk 2 power of tnv -2 power of divided by mpl times plus equal
  - q4 rkl tnv 1 power of zkk -1 power of times equal
Dimensionally impossible сыд?

Base dimensions: mass; length; sijhawm.
Dimensions:
  - dim: tnv, -2, -1 thiab 2
  - dim: zkk, 1, 2 thiab 2
  - dim: llk, 2, 0 thiab 2
  - dim: rkl, -3, -3 thiab 0
  - dim: vst, -4, -3 thiab 5
  - dim: rrs, -2, 2 thiab 8
  - dim: kns, -5, -6 thiab 0
  - dim: mpl, 0, 0 thiab 0
  - dim: nmv, 0, 1 thiab -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tnv, -2, -1 2
  - dim: zkk, 1, 2 2
  - dim: llk, 2, 0 2
  - dim: rkl, -3, -3 0
  - dim: vst, -4, -3 5
  - dim: rrs, -2, 2 8
  - dim: kns, -5, -6 0
  - dim: mpl, 0, 0 0
  - dim: nmv, 0, 1 -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
Dimensionally impossible ining-jak?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tnv, -2, -1 micha' 2
  - dim: zkk, 1, 2 micha' 2
  - dim: llk, 2, 0 micha' 2
  - dim: rkl, -3, -3 micha' 0
  - dim: vst, -4, -3 micha' 5
  - dim: rrs, -2, 2 micha' 8
  - dim: kns, -5, -6 micha' 0
  - dim: mpl, 0, 0 micha' 0
  - dim: nmv, 0, 1 micha' -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
Dimensionally impossible nanta?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tnv, -2, -1 カ 2
  - dim: zkk, 1, 2 カ 2
  - dim: llk, 2, 0 カ 2
  - dim: rkl, -3, -3 カ 0
  - dim: vst, -4, -3 カ 5
  - dim: rrs, -2, 2 カ 8
  - dim: kns, -5, -6 カ 0
  - dim: mpl, 0, 0 カ 0
  - dim: nmv, 0, 1 カ -1
Equations:
  - q1 vst nmv -1 power of tnv 2 power of times nmv -1 power of tnv -2 power of divided by mpl times plus equal
  - q2 kns tnv 2 power of zkk 2 power of divided by equal
  - q3 rrs zkk 2 power of tnv 2 power of times zkk 2 power of tnv -2 power of divided by mpl times plus equal
  - q4 rkl tnv 1 power of zkk -1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tnv, -2, -1 ынкъам 2
  - dim: zkk, 1, 2 ынкъам 2
  - dim: llk, 2, 0 ынкъам 2
  - dim: rkl, -3, -3 ынкъам 0
  - dim: vst, -4, -3 ынкъам 5
  - dim: rrs, -2, 2 ынкъам 8
  - dim: kns, -5, -6 ынкъам 0
  - dim: mpl, 0, 0 ынкъам 0
  - dim: nmv, 0, 1 ынкъам -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
Dimensionally impossible what?

Base dimensions: mass; chowakil; k’iin.
Dimensions:
  - dim: tnv, -2, -1 yéetel 2
  - dim: zkk, 1, 2 yéetel 2
  - dim: llk, 2, 0 yéetel 2
  - dim: rkl, -3, -3 yéetel 0
  - dim: vst, -4, -3 yéetel 5
  - dim: rrs, -2, 2 yéetel 8
  - dim: kns, -5, -6 yéetel 0
  - dim: mpl, 0, 0 yéetel 0
  - dim: nmv, 0, 1 yéetel -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
Dimensionally impossible what?

Base dimensions: mę̀soʼóna; length; time.
Dimensions:
  - dim: tnv, -2, -1 2
  - dim: zkk, 1, 2 2
  - dim: llk, 2, 0 2
  - dim: rkl, -3, -3 0
  - dim: vst, -4, -3 5
  - dim: rrs, -2, 2 8
  - dim: kns, -5, -6 0
  - dim: mpl, 0, 0 0
  - dim: nmv, 0, 1 -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
Dimensionally impossible híli?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tnv, -2, -1 na 2
  - dim: zkk, 1, 2 na 2
  - dim: llk, 2, 0 na 2
  - dim: rkl, -3, -3 na 0
  - dim: vst, -4, -3 na 5
  - dim: rrs, -2, 2 na 8
  - dim: kns, -5, -6 na 0
  - dim: mpl, 0, 0 na 0
  - dim: nmv, 0, 1 na -1
Equations:
  - q1 vst nmv -1 power of tnv 2 power of times nmv -1 power of tnv -2 power of divided by mpl times plus equal
  - q2 kns tnv 2 power of zkk 2 power of divided by equal
  - q3 rrs zkk 2 power of tnv 2 power of times zkk 2 power of tnv -2 power of divided by mpl times plus equal
  - q4 rkl tnv 1 power of zkk -1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; ára.
Dimensions:
  - dim: tnv, -2, -1 2
  - dim: zkk, 1, 2 2
  - dim: llk, 2, 0 2
  - dim: rkl, -3, -3 0
  - dim: vst, -4, -3 5
  - dim: rrs, -2, 2 8
  - dim: kns, -5, -6 0
  - dim: mpl, 0, 0 0
  - dim: nmv, 0, 1 -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
Dimensionally impossible what?

Base dimensions: mass; length; pacha.
Dimensions:
  - dim: tnv, -2, -1 2
  - dim: zkk, 1, 2 2
  - dim: llk, 2, 0 2
  - dim: rkl, -3, -3 0
  - dim: vst, -4, -3 5
  - dim: rrs, -2, 2 8
  - dim: kns, -5, -6 0
  - dim: mpl, 0, 0 0
  - dim: nmv, 0, 1 -1
Equations:
  - q1 vst nmv -1 power of tnv 2 power of times nmv -1 power of tnv -2 power of divided by mpl times plus equal
  - q2 kns tnv 2 power of zkk 2 power of divided by equal
  - q3 rrs zkk 2 power of tnv 2 power of times zkk 2 power of tnv -2 power of divided by mpl times plus equal
  - q4 rkl tnv 1 power of zkk -1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; nàa kòo.
Dimensions:
  - dim: tnv, -2, -1 ǂʻá 2
  - dim: zkk, 1, 2 ǂʻá 2
  - dim: llk, 2, 0 ǂʻá 2
  - dim: rkl, -3, -3 ǂʻá 0
  - dim: vst, -4, -3 ǂʻá 5
  - dim: rrs, -2, 2 ǂʻá 8
  - dim: kns, -5, -6 ǂʻá 0
  - dim: mpl, 0, 0 ǂʻá 0
  - dim: nmv, 0, 1 ǂʻá -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
Dimensionally impossible what?

Base dimensions: mass; length; ыр.
Dimensions:
  - dim: tnv, -2, -1 2
  - dim: zkk, 1, 2 2
  - dim: llk, 2, 0 2
  - dim: rkl, -3, -3 0
  - dim: vst, -4, -3 5
  - dim: rrs, -2, 2 8
  - dim: kns, -5, -6 0
  - dim: mpl, 0, 0 0
  - dim: nmv, 0, 1 -1
Equations:
  - q1 vst nmv -1 power of tnv 2 power of times nmv -1 power of tnv -2 power of divided by mpl times plus equal
  - q2 kns tnv 2 power of zkk 2 power of divided by equal
  - q3 rrs zkk 2 power of tnv 2 power of times zkk 2 power of tnv -2 power of divided by mpl times plus equal
  - q4 rkl tnv 1 power of zkk -1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tnv, -2, -1 2
  - dim: zkk, 1, 2 2
  - dim: llk, 2, 0 2
  - dim: rkl, -3, -3 0
  - dim: vst, -4, -3 5
  - dim: rrs, -2, 2 8
  - dim: kns, -5, -6 0
  - dim: mpl, 0, 0 0
  - dim: nmv, 0, 1 -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tnv, -2, -1 2
  - dim: zkk, 1, 2 2
  - dim: llk, 2, 0 2
  - dim: rkl, -3, -3 0
  - dim: vst, -4, -3 5
  - dim: rrs, -2, 2 8
  - dim: kns, -5, -6 0
  - dim: mpl, 0, 0 0
  - dim: nmv, 0, 1 -1
Equations:
  - q1 vst nmv -1 power of tnv 2 power of times nmv -1 power of tnv -2 power of divided by mpl times plus equal
  - q2 kns tnv 2 power of zkk 2 power of divided by equal
  - q3 rrs zkk 2 power of tnv 2 power of times zkk 2 power of tnv -2 power of divided by mpl times plus equal
  - q4 rkl tnv 1 power of zkk -1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tnv, -2, -1 2
  - dim: zkk, 1, 2 2
  - dim: llk, 2, 0 2
  - dim: rkl, -3, -3 0
  - dim: vst, -4, -3 5
  - dim: rrs, -2, 2 8
  - dim: kns, -5, -6 0
  - dim: mpl, 0, 0 0
  - dim: nmv, 0, 1 -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
Dimensionally impossible what?

Base dimensions: mass; length; kawit.
Dimensions:
  - dim: tnv, -2, -1 2
  - dim: zkk, 1, 2 2
  - dim: llk, 2, 0 2
  - dim: rkl, -3, -3 0
  - dim: vst, -4, -3 5
  - dim: rrs, -2, 2 8
  - dim: kns, -5, -6 0
  - dim: mpl, 0, 0 0
  - dim: nmv, 0, 1 -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
Dimensionally impossible tay?

Base dimensions : masse ; longueur ; temps.
Dimensions :
  - tamisé: tnv, -2, -1 et 2
  - tamisé: zkk, 1, 2 et 2
  - tamisé: llk, 2, 0 et 2
  - tamisé: rkl, -3, -3 et 0
  - tamisé: vst, -4, -3 et 5
  - tamisé: rrs, -2, 2 et 8
  - tamisé: kns, -5, -6 et 0
  - tamisé: mpl, 0, 0 et 0
  - tamisé: nmv, 0, 1 et -1
Équations :
  - q1 vst égaler à nmv pouvoir de -1 fois tnv pouvoir de 2 plus nmv pouvoir de -1 divided par tnv pouvoir de -2 fois mpl
  - q2 kns égaler à tnv pouvoir de 2 divided par zkk pouvoir de 2
  - q3 rrs égaler à zkk pouvoir de 2 fois tnv pouvoir de 2 plus zkk pouvoir de 2 divided par tnv pouvoir de -2 fois mpl
  - q4 rkl égaler à tnv pouvoir de 1 fois zkk pouvoir de -1
Quoi dimensionally impossible ?

Fundo dimensio: amaso; longo; tempo.
Dimensio:
  - dim: tnv, -2, -1 kaj 2
  - dim: zkk, 1, 2 kaj 2
  - dim: llk, 2, 0 kaj 2
  - dim: rkl, -3, -3 kaj 0
  - dim: vst, -4, -3 kaj 5
  - dim: rrs, -2, 2 kaj 8
  - dim: kns, -5, -6 kaj 0
  - dim: mpl, 0, 0 kaj 0
  - dim: nmv, 0, 1 kaj -1
Ekvacio:
  - q1 vst egali nmv potenco de -1 times tnv potenco de 2 plus nmv potenco de -1 dividita per tnv potenco de -2 times mpl
  - q2 kns egali tnv potenco de 2 dividita per zkk potenco de 2
  - q3 rrs egali zkk potenco de 2 times tnv potenco de 2 plus zkk potenco de 2 dividita per tnv potenco de -2 times mpl
  - q4 rkl egali tnv potenco de 1 times zkk potenco de -1
Dimensionally neebla kio?

Base dimensions: tömeg; hossz; idő.
Dimensions:
  - fénytelen: tnv, -2, -1 és 2
  - fénytelen: zkk, 1, 2 és 2
  - fénytelen: llk, 2, 0 és 2
  - fénytelen: rkl, -3, -3 és 0
  - fénytelen: vst, -4, -3 és 5
  - fénytelen: rrs, -2, 2 és 8
  - fénytelen: kns, -5, -6 és 0
  - fénytelen: mpl, 0, 0 és 0
  - fénytelen: nmv, 0, 1 és -1
Egyenletek:
  - q1 vst egyenlő nmv hatalom of -1 times tnv hatalom of 2 meg nmv hatalom of -1 divided által tnv hatalom of -2 times mpl
  - q2 kns egyenlő tnv hatalom of 2 divided által zkk hatalom of 2
  - q3 rrs egyenlő zkk hatalom of 2 times tnv hatalom of 2 meg zkk hatalom of 2 divided által tnv hatalom of -2 times mpl
  - q4 rkl egyenlő tnv hatalom of 1 times zkk hatalom of -1
Dimensionally lehetetlen melyik?

base dimensions:mass; 長度; 時間.
dimensions:
  - dim:tnv, -2, -1及2
  - dim:zkk, 1, 2及2
  - dim:llk, 2, 0及2
  - dim:rkl, -3, -3及0
  - dim:vst, -4, -3及5
  - dim:rrs, -2, 2及8
  - dim:kns, -5, -6及0
  - dim:mpl, 0, 0及0
  - dim:nmv, 0, 1及-1
equations:
  - q1:vst匹敵nmv電力...嘅-1timestnv電力...嘅2plusnmv電力...嘅-1divided……之前tnv電力...嘅-2timesmpl
  - q2:kns匹敵tnv電力...嘅2divided……之前zkk電力...嘅2
  - q3:rrs匹敵zkk電力...嘅2timestnv電力...嘅2pluszkk電力...嘅2divided……之前tnv電力...嘅-2timesmpl
  - q4:rkl匹敵tnv電力...嘅1timeszkk電力...嘅-1
dimensionally冇可能嘅乜嘢?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tnv, -2, -1 とぅ 2
  - dim: zkk, 1, 2 とぅ 2
  - dim: llk, 2, 0 とぅ 2
  - dim: rkl, -3, -3 とぅ 0
  - dim: vst, -4, -3 とぅ 5
  - dim: rrs, -2, 2 とぅ 8
  - dim: kns, -5, -6 とぅ 0
  - dim: mpl, 0, 0 とぅ 0
  - dim: nmv, 0, 1 とぅ -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
Dimensionally impossible what?

Base dimensions: масса; ұзындық; уақыт.
Dimensions:
  - dim: tnv, -2, -1 және 2
  - dim: zkk, 1, 2 және 2
  - dim: llk, 2, 0 және 2
  - dim: rkl, -3, -3 және 0
  - dim: vst, -4, -3 және 5
  - dim: rrs, -2, 2 және 8
  - dim: kns, -5, -6 және 0
  - dim: mpl, 0, 0 және 0
  - dim: nmv, 0, 1 және -1
Теңдеу:
  - q1 vst equal nmv билік туралы -1 times tnv билік туралы 2 plus nmv билік туралы -1 divided қасында tnv билік туралы -2 times mpl
  - q2 kns equal tnv билік туралы 2 divided қасында zkk билік туралы 2
  - q3 rrs equal zkk билік туралы 2 times tnv билік туралы 2 plus zkk билік туралы 2 divided қасында tnv билік туралы -2 times mpl
  - q4 rkl equal tnv билік туралы 1 times zkk билік туралы -1
Dimensionally impossible не?

בָּסִיס מֵמַד: מַסָּה; length; זְמָן.
מֵמַד:
  - כהה: tnv, -2, -1 וְ־ 2
  - כהה: zkk, 1, 2 וְ־ 2
  - כהה: llk, 2, 0 וְ־ 2
  - כהה: rkl, -3, -3 וְ־ 0
  - כהה: vst, -4, -3 וְ־ 5
  - כהה: rrs, -2, 2 וְ־ 8
  - כהה: kns, -5, -6 וְ־ 0
  - כהה: mpl, 0, 0 וְ־ 0
  - כהה: nmv, 0, 1 וְ־ -1
equations:
  - q1 vst שָׁוֶה nmv חַשְׁמַל שֶׁל -1 times tnv חַשְׁמַל שֶׁל 2 פלוס nmv חַשְׁמַל שֶׁל -1 divided על ידי tnv חַשְׁמַל שֶׁל -2 times mpl
  - q2 kns שָׁוֶה tnv חַשְׁמַל שֶׁל 2 divided על ידי zkk חַשְׁמַל שֶׁל 2
  - q3 rrs שָׁוֶה zkk חַשְׁמַל שֶׁל 2 times tnv חַשְׁמַל שֶׁל 2 פלוס zkk חַשְׁמַל שֶׁל 2 divided על ידי tnv חַשְׁמַל שֶׁל -2 times mpl
  - q4 rkl שָׁוֶה tnv חַשְׁמַל שֶׁל 1 times zkk חַשְׁמַל שֶׁל -1
איזה dimensionally בלתי־אפשרי?

Base dimensions: mass; length; ჟამი.
Dimensions:
  - dim: tnv, -2, -1 დო 2
  - dim: zkk, 1, 2 დო 2
  - dim: llk, 2, 0 დო 2
  - dim: rkl, -3, -3 დო 0
  - dim: vst, -4, -3 დო 5
  - dim: rrs, -2, 2 დო 8
  - dim: kns, -5, -6 დო 0
  - dim: mpl, 0, 0 დო 0
  - dim: nmv, 0, 1 დო -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
Dimensionally impossible what?

Dasar matra-matra: misa; panjang; waktu.
Matra-matra:
  - dim: tnv, -2, -1 dan 2
  - dim: zkk, 1, 2 dan 2
  - dim: llk, 2, 0 dan 2
  - dim: rkl, -3, -3 dan 0
  - dim: vst, -4, -3 dan 5
  - dim: rrs, -2, 2 dan 8
  - dim: kns, -5, -6 dan 0
  - dim: mpl, 0, 0 dan 0
  - dim: nmv, 0, 1 dan -1
Persamaan-persamaan:
  - q1 vst sederajat nmv kekuasaan dari -1 kali tnv kekuasaan dari 2 plus nmv kekuasaan dari -1 divided kena tnv kekuasaan dari -2 kali mpl
  - q2 kns sederajat tnv kekuasaan dari 2 divided kena zkk kekuasaan dari 2
  - q3 rrs sederajat zkk kekuasaan dari 2 kali tnv kekuasaan dari 2 plus zkk kekuasaan dari 2 divided kena tnv kekuasaan dari -2 kali mpl
  - q4 rkl sederajat tnv kekuasaan dari 1 kali zkk kekuasaan dari -1
Dimensionally mustahil apa?

មូលដ្ឋានវិមាត្រ:ម៉ាស; ប្រវែង; កាល.
វិមាត្រ:
  - dim:tnv, -2, -1នឹង2
  - dim:zkk, 1, 2នឹង2
  - dim:llk, 2, 0នឹង2
  - dim:rkl, -3, -3នឹង0
  - dim:vst, -4, -3នឹង5
  - dim:rrs, -2, 2នឹង8
  - dim:kns, -5, -6នឹង0
  - dim:mpl, 0, 0នឹង0
  - dim:nmv, 0, 1នឹង-1
សមីការ:
  - q1:vstស្មើនឹងnmvអំណាចនៃ-1គុណtnvអំណាចនៃ2បូកnmvអំណាចនៃ-1divided bytnvអំណាចនៃ-2គុណmpl
  - q2:knsស្មើនឹងtnvអំណាចនៃ2divided byzkkអំណាចនៃ2
  - q3:rrsស្មើនឹងzkkអំណាចនៃ2គុណtnvអំណាចនៃ2បូកzkkអំណាចនៃ2divided bytnvអំណាចនៃ-2គុណmpl
  - q4:rklស្មើនឹងtnvអំណាចនៃ1គុណzkkអំណាចនៃ-1
dimensionallyមិនអាចទៅរួចអី?

base dimensions:ມວນ; ຄວາມຍາວ; ເວລາ.
dimensions:
  - dim:tnv, -2, -1ແລະ2
  - dim:zkk, 1, 2ແລະ2
  - dim:llk, 2, 0ແລະ2
  - dim:rkl, -3, -3ແລະ0
  - dim:vst, -4, -3ແລະ5
  - dim:rrs, -2, 2ແລະ8
  - dim:kns, -5, -6ແລະ0
  - dim:mpl, 0, 0ແລະ0
  - dim:nmv, 0, 1ແລະ-1
ສົມຜົນ:
  - q1:vstequalnmvອາຍາຂອງ-1timestnvອາຍາຂອງ2plusnmvອາຍາຂອງ-1divided bytnvອາຍາຂອງ-2timesmpl
  - q2:knsequaltnvອາຍາຂອງ2divided byzkkອາຍາຂອງ2
  - q3:rrsequalzkkອາຍາຂອງ2timestnvອາຍາຂອງ2pluszkkອາຍາຂອງ2divided bytnvອາຍາຂອງ-2timesmpl
  - q4:rklequaltnvອາຍາຂອງ1timeszkkອາຍາຂອງ-1
dimensionally impossibleຫຍັງ?

base dimensions: mass; పొడవు; సంఘటన.
dimensions:
  - మసక: tnv, -2, -1 మరియు 2
  - మసక: zkk, 1, 2 మరియు 2
  - మసక: llk, 2, 0 మరియు 2
  - మసక: rkl, -3, -3 మరియు 0
  - మసక: vst, -4, -3 మరియు 5
  - మసక: rrs, -2, 2 మరియు 8
  - మసక: kns, -5, -6 మరియు 0
  - మసక: mpl, 0, 0 మరియు 0
  - మసక: nmv, 0, 1 మరియు -1
equations:
  - q1 vst nmv -1 పలుకుబడి of tnv 2 పలుకుబడి of times nmv -1 పలుకుబడి of tnv -2 పలుకుబడి of divided by mpl times plus equal
  - q2 kns tnv 2 పలుకుబడి of zkk 2 పలుకుబడి of divided by equal
  - q3 rrs zkk 2 పలుకుబడి of tnv 2 పలుకుబడి of times zkk 2 పలుకుబడి of tnv -2 పలుకుబడి of divided by mpl times plus equal
  - q4 rkl tnv 1 పలుకుబడి of zkk -1 పలుకుబడి of times equal
dimensionally impossible ఏమిటి?

Base dimensions: mass; length; ìgbà.
Dimensions:
  - dim: tnv, -2, -1 2
  - dim: zkk, 1, 2 2
  - dim: llk, 2, 0 2
  - dim: rkl, -3, -3 0
  - dim: vst, -4, -3 5
  - dim: rrs, -2, 2 8
  - dim: kns, -5, -6 0
  - dim: mpl, 0, 0 0
  - dim: nmv, 0, 1 -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
What dimensionally impossible?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tnv, -2, -1 2
  - dim: zkk, 1, 2 2
  - dim: llk, 2, 0 2
  - dim: rkl, -3, -3 0
  - dim: vst, -4, -3 5
  - dim: rrs, -2, 2 8
  - dim: kns, -5, -6 0
  - dim: mpl, 0, 0 0
  - dim: nmv, 0, 1 -1
Equations:
  - q1 vst nmv -1 power of tnv 2 power of times nmv -1 power of tnv -2 power of divided by mpl times plus equal
  - q2 kns tnv 2 power of zkk 2 power of divided by equal
  - q3 rrs zkk 2 power of tnv 2 power of times zkk 2 power of tnv -2 power of divided by mpl times plus equal
  - q4 rkl tnv 1 power of zkk -1 power of times equal
Dimensionally impossible what?

base dimensions: mass; length; time.
dimensions:
  - dim: tnv, -2, -1 2
  - dim: zkk, 1, 2 2
  - dim: llk, 2, 0 2
  - dim: rkl, -3, -3 0
  - dim: vst, -4, -3 5
  - dim: rrs, -2, 2 8
  - dim: kns, -5, -6 0
  - dim: mpl, 0, 0 0
  - dim: nmv, 0, 1 -1
equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
dimensionally impossible what?

Base dimensions: mass; langa; time.
Dimensions:
  - dim: tnv, -2, -1 2
  - dim: zkk, 1, 2 2
  - dim: llk, 2, 0 2
  - dim: rkl, -3, -3 0
  - dim: vst, -4, -3 5
  - dim: rrs, -2, 2 8
  - dim: kns, -5, -6 0
  - dim: mpl, 0, 0 0
  - dim: nmv, 0, 1 -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: tnv, -2, -1 2
  - dim: zkk, 1, 2 2
  - dim: llk, 2, 0 2
  - dim: rkl, -3, -3 0
  - dim: vst, -4, -3 5
  - dim: rrs, -2, 2 8
  - dim: kns, -5, -6 0
  - dim: mpl, 0, 0 0
  - dim: nmv, 0, 1 -1
Equations:
  - q1 vst equal nmv power of -1 times tnv power of 2 plus nmv power of -1 divided by tnv power of -2 times mpl
  - q2 kns equal tnv power of 2 divided by zkk power of 2
  - q3 rrs equal zkk power of 2 times tnv power of 2 plus zkk power of 2 divided by tnv power of -2 times mpl
  - q4 rkl equal tnv power of 1 times zkk power of -1
Dimensionally impossible what?

Base dimensions: mass; length; вахт.
Dimensions:
  - dim: tnv, -2, -1 2
  - dim: zkk, 1, 2 2
  - dim: llk, 2, 0 2
  - dim: rkl, -3, -3 0
  - dim: vst, -4, -3 5
  - dim: rrs, -2, 2 8
  - dim: kns, -5, -6 0
  - dim: mpl, 0, 0 0
  - dim: nmv, 0, 1 -1
Equations:
  - q1 vst nmv -1 power of tnv 2 power of times nmv -1 power of tnv -2 power of divided by mpl times plus equal
  - q2 kns tnv 2 power of zkk 2 power of divided by equal
  - q3 rrs zkk 2 power of tnv 2 power of times zkk 2 power of tnv -2 power of divided by mpl times plus equal
  - q4 rkl tnv 1 power of zkk -1 power of times equal
Dimensionally impossible вуч?

Base dimensions: mass; length; time.
Dimensions:
  - dim: ltp, -2, -2 and 1
  - dim: slm, 0, 0 and -3
  - dim: plv, 0, -4 and 0
  - dim: snk, 0, 0 and 0
  - dim: mln, -2, 2 and 1
  - dim: trm, -4, 0 and -1
  - dim: kmr, 1, -2 and -1
  - dim: krs, -2, 2 and -2
  - dim: nzr, -6, 6 and -3
Equations:
  - q1 trm equals ltp to the power 1 divided by krs to the power -1 plus ltp to the power 1 times krs to the power 1 times snk
  - q2 plv equals ltp to the power 1 times mln to the power -1
  - q3 slm equals mln to the power -1 times krs to the power 1
  - q4 nzr equals krs to the power 2 divided by kmr to the power 1
What is the dimensionally impossible?

Las dimensiones básicas son: masa; longitud; tiempo.
Las dimensiones son:
  - las dimensiones de: ltp, -2, -2 y 1
  - las dimensiones de: slm, 0, 0 y -3
  - las dimensiones de: plv, 0, -4 y 0
  - las dimensiones de: snk, 0, 0 y 0
  - las dimensiones de: mln, -2, 2 y 1
  - las dimensiones de: trm, -4, 0 y -1
  - las dimensiones de: kmr, 1, -2 y -1
  - las dimensiones de: krs, -2, 2 y -2
  - las dimensiones de: nzr, -6, 6 y -3
Las ecuaciones son:
  - q1: trm es igual a ltp elevado a 1 dividido por krs elevado a -1 más ltp elevado a 1 por krs elevado a 1 por snk
  - q2: plv es igual a ltp elevado a 1 por mln elevado a -1
  - q3: slm es igual a mln elevado a -1 por krs elevado a 1
  - q4: nzr es igual a krs elevado a 2 dividido por kmr elevado a 1
¿Qué dimensionally impossible?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：ltp、-2、-2和1
  - 的量纲是：slm、0、0和-3
  - 的量纲是：plv、0、-4和0
  - 的量纲是：snk、0、0和0
  - 的量纲是：mln、-2、2和1
  - 的量纲是：trm、-4、0和-1
  - 的量纲是：kmr、1、-2和-1
  - 的量纲是：krs、-2、2和-2
  - 的量纲是：nzr、-6、6和-3
方程如下：q1：trm等于ltp的次方是1除以krs的次方是-1加ltp的次方是1乘以krs的次方是1乘以snk；q2：plv等于ltp的次方是1乘以mln的次方是-1；q3：slm等于mln的次方是-1乘以krs的次方是1；q4：nzr等于krs的次方是2除以kmr的次方是1。
dimensionally impossible什么？

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: ltp, -2, -2 ve 1
  - dim: slm, 0, 0 ve -3
  - dim: plv, 0, -4 ve 0
  - dim: snk, 0, 0 ve 0
  - dim: mln, -2, 2 ve 1
  - dim: trm, -4, 0 ve -1
  - dim: kmr, 1, -2 ve -1
  - dim: krs, -2, 2 ve -2
  - dim: nzr, -6, 6 ve -3
Equations:
  - q1: trm ltp 1 power krs -1 power bölü ltp 1 power krs 1 power çarpı snk çarpı artı eşittir
  - q2: plv ltp 1 power mln -1 power çarpı eşittir
  - q3: slm mln -1 power krs 1 power çarpı eşittir
  - q4: nzr krs 2 power kmr 1 power bölü eşittir
Dimensionally impossible ne?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: ltp, -2, -2 na 1
  - dim: slm, 0, 0 na -3
  - dim: plv, 0, -4 na 0
  - dim: snk, 0, 0 na 0
  - dim: mln, -2, 2 na 1
  - dim: trm, -4, 0 na -1
  - dim: kmr, 1, -2 na -1
  - dim: krs, -2, 2 na -2
  - dim: nzr, -6, 6 na -3
Equations:
  - q1: trm ni sawa na ltp power ya 1 divided by krs power ya -1 plus ltp power ya 1 times krs power ya 1 times snk
  - q2: plv ni sawa na ltp power ya 1 times mln power ya -1
  - q3: slm ni sawa na mln power ya -1 times krs power ya 1
  - q4: nzr ni sawa na krs power ya 2 divided by kmr power ya 1
Dimensionally impossible nini?

Base dimensions: mass; length; time.
Dimensions:
  - dim: ltp, -2, -2 and 1
  - dim: slm, 0, 0 and -3
  - dim: plv, 0, -4 and 0
  - dim: snk, 0, 0 and 0
  - dim: mln, -2, 2 and 1
  - dim: trm, -4, 0 and -1
  - dim: kmr, 1, -2 and -1
  - dim: krs, -2, 2 and -2
  - dim: nzr, -6, 6 and -3
Equations:
  - q1 trm equals ltp to the power 1 divided by krs to the power -1 plus ltp to the power 1 times krs to the power 1 times snk
  - q2 plv equals ltp to the power 1 times mln to the power -1
  - q3 slm equals mln to the power -1 times krs to the power 1
  - q4 nzr equals krs to the power 2 divided by kmr to the power 1
What is the dimensionally impossible?

{base_dimensions: [mass length time], dimensions: [(dim ltp -2 -2 1) (dim slm 0 0 -3) (dim plv 0 -4 0) (dim snk 0 0 0) (dim mln -2 2 1) (dim trm -4 0 -1) (dim kmr 1 -2 -1) (dim krs -2 2 -2) (dim nzr -6 6 -3)], equations: [(equation q1 (eq trm (add (div (pow ltp 1) (pow krs -1)) (mul (mul (pow ltp 1) (pow krs 1)) snk)))) (equation q2 (eq plv (mul (pow ltp 1) (pow mln -1)))) (equation q3 (eq slm (mul (pow mln -1) (pow krs 1)))) (equation q4 (eq nzr (div (pow krs 2) (pow kmr 1))))], query: dimensionally_impossible}

Basis Dimensionen: Masse; Länge; Zeit.
Dimensionen:
  - dämmerig: ltp, -2, -2 und 1
  - dämmerig: slm, 0, 0 und -3
  - dämmerig: plv, 0, -4 und 0
  - dämmerig: snk, 0, 0 und 0
  - dämmerig: mln, -2, 2 und 1
  - dämmerig: trm, -4, 0 und -1
  - dämmerig: kmr, 1, -2 und -1
  - dämmerig: krs, -2, 2 und -2
  - dämmerig: nzr, -6, 6 und -3
Gleichungen:
  - q1 trm gleichen ltp Macht aus 1 geteilt mit krs Macht aus -1 plus ltp Macht aus 1 mal krs Macht aus 1 mal snk
  - q2 plv gleichen ltp Macht aus 1 mal mln Macht aus -1
  - q3 slm gleichen mln Macht aus -1 mal krs Macht aus 1
  - q4 nzr gleichen krs Macht aus 2 geteilt mit kmr Macht aus 1
Was dimensionally unmöglich?

Base dimensions: маса; дужина; вре́ме.
Dimensions:
  - dim: ltp, -2, -2 и 1
  - dim: slm, 0, 0 и -3
  - dim: plv, 0, -4 и 0
  - dim: snk, 0, 0 и 0
  - dim: mln, -2, 2 и 1
  - dim: trm, -4, 0 и -1
  - dim: kmr, 1, -2 и -1
  - dim: krs, -2, 2 и -2
  - dim: nzr, -6, 6 и -3
Једна̀чина:
  - q1 trm је̏дна̄к ltp вла̑ст od 1 divided by krs вла̑ст od -1 plus ltp вла̑ст od 1 times krs вла̑ст od 1 times snk
  - q2 plv је̏дна̄к ltp вла̑ст od 1 times mln вла̑ст od -1
  - q3 slm је̏дна̄к mln вла̑ст od -1 times krs вла̑ст od 1
  - q4 nzr је̏дна̄к krs вла̑ст od 2 divided by kmr вла̑ст od 1
Dimensionally немогућ kakav?

Perustus mitat: massa; pituus; aika.
Mitat:
  - himmeä: ltp, -2, -2 ja 1
  - himmeä: slm, 0, 0 ja -3
  - himmeä: plv, 0, -4 ja 0
  - himmeä: snk, 0, 0 ja 0
  - himmeä: mln, -2, 2 ja 1
  - himmeä: trm, -4, 0 ja -1
  - himmeä: kmr, 1, -2 ja -1
  - himmeä: krs, -2, 2 ja -2
  - himmeä: nzr, -6, 6 ja -3
Yhtälöt:
  - q1 trm sama ltp valta vaille 1 jaettu kautta krs valta vaille -1 plus ltp valta vaille 1 kertaa krs valta vaille 1 kertaa snk
  - q2 plv sama ltp valta vaille 1 kertaa mln valta vaille -1
  - q3 slm sama mln valta vaille -1 kertaa krs valta vaille 1
  - q4 nzr sama krs valta vaille 2 jaettu kautta kmr valta vaille 1
Mikä dimensionally mahdoton?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：ltp、-2、-2和1
  - 的量纲是：slm、0、0和-3
  - 的量纲是：plv、0、-4和0
  - 的量纲是：snk、0、0和0
  - 的量纲是：mln、-2、2和1
  - 的量纲是：trm、-4、0和-1
  - 的量纲是：kmr、1、-2和-1
  - 的量纲是：krs、-2、2和-2
  - 的量纲是：nzr、-6、6和-3
方程如下：q1：trm等于ltp的次方是1除以krs的次方是-1加ltp的次方是1乘以krs的次方是1乘以snk；q2：plv等于ltp的次方是1乘以mln的次方是-1；q3：slm等于mln的次方是-1乘以krs的次方是1；q4：nzr等于krs的次方是2除以kmr的次方是1。
dimensionally impossible什么？

基礎面積:質量; 長さ; 時間.
面積:
  - 薄暗い:ltp, -2, -2と1
  - 薄暗い:slm, 0, 0と-3
  - 薄暗い:plv, 0, -4と0
  - 薄暗い:snk, 0, 0と0
  - 薄暗い:mln, -2, 2と1
  - 薄暗い:trm, -4, 0と-1
  - 薄暗い:kmr, 1, -2と-1
  - 薄暗い:krs, -2, 2と-2
  - 薄暗い:nzr, -6, 6と-3
方程式:q1:trmltp1力の中のkrs-1力の中の分かれた…でltp1力の中のkrs1力の中の掛けるsnk掛ける足す等しい; q2:plvltp1力の中のmln-1力の中の掛ける等しい; q3:slmmln-1力の中のkrs1力の中の掛ける等しい; q4:nzrkrs2力の中のkmr1力の中の分かれた…で等しい.
dimensionally不可能な何と?

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: ltp, -2, -2 ve 1
  - dim: slm, 0, 0 ve -3
  - dim: plv, 0, -4 ve 0
  - dim: snk, 0, 0 ve 0
  - dim: mln, -2, 2 ve 1
  - dim: trm, -4, 0 ve -1
  - dim: kmr, 1, -2 ve -1
  - dim: krs, -2, 2 ve -2
  - dim: nzr, -6, 6 ve -3
Equations:
  - q1: trm ltp 1 power krs -1 power bölü ltp 1 power krs 1 power çarpı snk çarpı artı eşittir
  - q2: plv ltp 1 power mln -1 power çarpı eşittir
  - q3: slm mln -1 power krs 1 power çarpı eşittir
  - q4: nzr krs 2 power kmr 1 power bölü eşittir
Dimensionally impossible ne?

أَسَاس بُعْد: كُتْلَة؛ طُول؛ زَمَان.
بُعْد:
  - dim: ltp، -2، -2 وَـ 1
  - dim: slm، 0، 0 وَـ -3
  - dim: plv، 0، -4 وَـ 0
  - dim: snk، 0، 0 وَـ 0
  - dim: mln، -2، 2 وَـ 1
  - dim: trm، -4، 0 وَـ -1
  - dim: kmr، 1، -2 وَـ -1
  - dim: krs، -2، 2 وَـ -2
  - dim: nzr، -6، 6 وَـ -3
مُعَادَلَة:
  - q1 equal trm زَائِد divided بِـ قُوَّة مِنْ ltp 1 قُوَّة مِنْ krs -1 فِي فِي قُوَّة مِنْ ltp 1 قُوَّة مِنْ krs 1 snk
  - q2 equal plv فِي قُوَّة مِنْ ltp 1 قُوَّة مِنْ mln -1
  - q3 equal slm فِي قُوَّة مِنْ mln -1 قُوَّة مِنْ krs 1
  - q4 equal nzr divided بِـ قُوَّة مِنْ krs 2 قُوَّة مِنْ kmr 1
dimensionally مُسْتَحِيل مَاذَا؟

Საფუძველი სიდიდეები: მასა; length; დრო.
Სიდიდეები:
  - dim: ltp, -2, -2 და 1
  - dim: slm, 0, 0 და -3
  - dim: plv, 0, -4 და 0
  - dim: snk, 0, 0 და 0
  - dim: mln, -2, 2 და 1
  - dim: trm, -4, 0 და -1
  - dim: kmr, 1, -2 და -1
  - dim: krs, -2, 2 და -2
  - dim: nzr, -6, 6 და -3
Equations:
  - q1 trm ltp 1 ძალაუფლება of krs -1 ძალაუფლება of divided by ltp 1 ძალაუფლება of krs 1 ძალაუფლება of times snk times plus თანასწორი
  - q2 plv ltp 1 ძალაუფლება of mln -1 ძალაუფლება of times თანასწორი
  - q3 slm mln -1 ძალაუფლება of krs 1 ძალაუფლება of times თანასწორი
  - q4 nzr krs 2 ძალაუფლება of kmr 1 ძალაუფლება of divided by თანასწორი
Dimensionally შეუძლებელი რა?

Base dimensions: papatipu; roa; wā.
Dimensions:
  - pongipongi: ltp, -2, -2 me 1
  - pongipongi: slm, 0, 0 me -3
  - pongipongi: plv, 0, -4 me 0
  - pongipongi: snk, 0, 0 me 0
  - pongipongi: mln, -2, 2 me 1
  - pongipongi: trm, -4, 0 me -1
  - pongipongi: kmr, 1, -2 me -1
  - pongipongi: krs, -2, 2 me -2
  - pongipongi: nzr, -6, 6 me -3
Equations:
  - q1 equal trm ngahoro divided nā awenga o ltp 1 awenga o krs -1 times times awenga o ltp 1 awenga o krs 1 snk
  - q2 equal plv times awenga o ltp 1 awenga o mln -1
  - q3 equal slm times awenga o mln -1 awenga o krs 1
  - q4 equal nzr divided nā awenga o krs 2 awenga o kmr 1
Dimensionally tē-taea unutai?

Bazơ chiều: khối lượng; chiều dài; thời gian.
Chiều:
  - mờ: ltp, -2, -2 và 1
  - mờ: slm, 0, 0 và -3
  - mờ: plv, 0, -4 và 0
  - mờ: snk, 0, 0 và 0
  - mờ: mln, -2, 2 và 1
  - mờ: trm, -4, 0 và -1
  - mờ: kmr, 1, -2 và -1
  - mờ: krs, -2, 2 và -2
  - mờ: nzr, -6, 6 và -3
Phương trình:
  - q1 trm equal ltp quyền lực bằng 1 divided bằng cách krs quyền lực bằng -1 cộng ltp quyền lực bằng 1 nhân krs quyền lực bằng 1 nhân snk
  - q2 plv equal ltp quyền lực bằng 1 nhân mln quyền lực bằng -1
  - q3 slm equal mln quyền lực bằng -1 nhân krs quyền lực bằng 1
  - q4 nzr equal krs quyền lực bằng 2 divided bằng cách kmr quyền lực bằng 1
Dimensionally không thể gì?

ฐานมิติ:มวล; ความยาว; เวลา.
มิติ:
  - มัว:ltp, -2, -2และ1
  - มัว:slm, 0, 0และ-3
  - มัว:plv, 0, -4และ0
  - มัว:snk, 0, 0และ0
  - มัว:mln, -2, 2และ1
  - มัว:trm, -4, 0และ-1
  - มัว:kmr, 1, -2และ-1
  - มัว:krs, -2, 2และ-2
  - มัว:nzr, -6, 6และ-3
สมการ:
  - q1:trmเท่ากับltpอำนาจของ1dividedโดยkrsอำนาจของ-1บวกltpอำนาจของ1คูณkrsอำนาจของ1คูณsnk
  - q2:plvเท่ากับltpอำนาจของ1คูณmlnอำนาจของ-1
  - q3:slmเท่ากับmlnอำนาจของ-1คูณkrsอำนาจของ1
  - q4:nzrเท่ากับkrsอำนาจของ2dividedโดยkmrอำนาจของ1
dimensionallyเป็นไปไม่ได้อะไร?

base dimensions: mass; நீளம்; நேரம்.
dimensions:
  - மங்கலான: ltp, -2, -2 மற்றும் 1
  - மங்கலான: slm, 0, 0 மற்றும் -3
  - மங்கலான: plv, 0, -4 மற்றும் 0
  - மங்கலான: snk, 0, 0 மற்றும் 0
  - மங்கலான: mln, -2, 2 மற்றும் 1
  - மங்கலான: trm, -4, 0 மற்றும் -1
  - மங்கலான: kmr, 1, -2 மற்றும் -1
  - மங்கலான: krs, -2, 2 மற்றும் -2
  - மங்கலான: nzr, -6, 6 மற்றும் -3
சமன்பாடு:
  - q1 trm ltp 1 கரண்ட் கொண்ட krs -1 கரண்ட் கொண்ட divided by ltp 1 கரண்ட் கொண்ட krs 1 கரண்ட் கொண்ட times snk times plus equal
  - q2 plv ltp 1 கரண்ட் கொண்ட mln -1 கரண்ட் கொண்ட times equal
  - q3 slm mln -1 கரண்ட் கொண்ட krs 1 கரண்ட் கொண்ட times equal
  - q4 nzr krs 2 கரண்ட் கொண்ட kmr 1 கரண்ட் கொண்ட divided by equal
dimensionally impossible என்ன?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: ltp, -2, -2 na 1
  - dim: slm, 0, 0 na -3
  - dim: plv, 0, -4 na 0
  - dim: snk, 0, 0 na 0
  - dim: mln, -2, 2 na 1
  - dim: trm, -4, 0 na -1
  - dim: kmr, 1, -2 na -1
  - dim: krs, -2, 2 na -2
  - dim: nzr, -6, 6 na -3
Equations:
  - q1: trm ni sawa na ltp power ya 1 divided by krs power ya -1 plus ltp power ya 1 times krs power ya 1 times snk
  - q2: plv ni sawa na ltp power ya 1 times mln power ya -1
  - q3: slm ni sawa na mln power ya -1 times krs power ya 1
  - q4: nzr ni sawa na krs power ya 2 divided by kmr power ya 1
Dimensionally impossible nini?

Base dimensions: mass; nineezgo; ookił.
Dimensions:
  - dim: ltp, -2, -2 dóó 1
  - dim: slm, 0, 0 dóó -3
  - dim: plv, 0, -4 dóó 0
  - dim: snk, 0, 0 dóó 0
  - dim: mln, -2, 2 dóó 1
  - dim: trm, -4, 0 dóó -1
  - dim: kmr, 1, -2 dóó -1
  - dim: krs, -2, 2 dóó -2
  - dim: nzr, -6, 6 dóó -3
Equations:
  - q1 trm ltp 1 power of krs -1 power of divided by ltp 1 power of krs 1 power of ahą́ą́h nániilyá snk ahą́ą́h nániilyá plus equal
  - q2 plv ltp 1 power of mln -1 power of ahą́ą́h nániilyá equal
  - q3 slm mln -1 power of krs 1 power of ahą́ą́h nániilyá equal
  - q4 nzr krs 2 power of kmr 1 power of divided by equal
Dimensionally impossible haʼátʼíísh?

Base dimensions: mass; length; piffissaq.
Dimensions:
  - dim: ltp, -2, -2 aamma 1
  - dim: slm, 0, 0 aamma -3
  - dim: plv, 0, -4 aamma 0
  - dim: snk, 0, 0 aamma 0
  - dim: mln, -2, 2 aamma 1
  - dim: trm, -4, 0 aamma -1
  - dim: kmr, 1, -2 aamma -1
  - dim: krs, -2, 2 aamma -2
  - dim: nzr, -6, 6 aamma -3
Assigiissitaq:
  - q1 trm ltp 1 power of krs -1 power of divided by ltp 1 power of krs 1 power of times snk times plus equal
  - q2 plv ltp 1 power of mln -1 power of times equal
  - q3 slm mln -1 power of krs 1 power of times equal
  - q4 nzr krs 2 power of kmr 1 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; taim.
Dimensions:
  - dim: ltp, -2, -2 na 1
  - dim: slm, 0, 0 na -3
  - dim: plv, 0, -4 na 0
  - dim: snk, 0, 0 na 0
  - dim: mln, -2, 2 na 1
  - dim: trm, -4, 0 na -1
  - dim: kmr, 1, -2 na -1
  - dim: krs, -2, 2 na -2
  - dim: nzr, -6, 6 na -3
Equations:
  - q1 trm equal ltp power bilong 1 divided by krs power bilong -1 plus ltp power bilong 1 times krs power bilong 1 times snk
  - q2 plv equal ltp power bilong 1 times mln power bilong -1
  - q3 slm equal mln power bilong -1 times krs power bilong 1
  - q4 nzr equal krs power bilong 2 divided by kmr power bilong 1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: ltp, -2, -2 1
  - dim: slm, 0, 0 -3
  - dim: plv, 0, -4 0
  - dim: snk, 0, 0 0
  - dim: mln, -2, 2 1
  - dim: trm, -4, 0 -1
  - dim: kmr, 1, -2 -1
  - dim: krs, -2, 2 -2
  - dim: nzr, -6, 6 -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
Dimensionally impossible kwèch?

Base dimensions: mass; length; ха.
Dimensions:
  - dim: ltp, -2, -2 а 1
  - dim: slm, 0, 0 а -3
  - dim: plv, 0, -4 а 0
  - dim: snk, 0, 0 а 0
  - dim: mln, -2, 2 а 1
  - dim: trm, -4, 0 а -1
  - dim: kmr, 1, -2 а -1
  - dim: krs, -2, 2 а -2
  - dim: nzr, -6, 6 а -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
Dimensionally impossible фу?

기초 치수: 질량; 길이; 시간.
치수:
  - dim: ltp, -2, -2 1
  - dim: slm, 0, 0 -3
  - dim: plv, 0, -4 0
  - dim: snk, 0, 0 0
  - dim: mln, -2, 2 1
  - dim: trm, -4, 0 -1
  - dim: kmr, 1, -2 -1
  - dim: krs, -2, 2 -2
  - dim: nzr, -6, 6 -3
방정식:
  - q1 trm ltp 1 힘 ...의 krs -1 힘 ...의 divided ...로써 ltp 1 힘 ...의 krs 1 힘 ...의 곱하기 snk 곱하기 더하기 같다
  - q2 plv ltp 1 힘 ...의 mln -1 힘 ...의 곱하기 같다
  - q3 slm mln -1 힘 ...의 krs 1 힘 ...의 곱하기 같다
  - q4 nzr krs 2 힘 ...의 kmr 1 힘 ...의 divided ...로써 같다
dimensionally 불가능하다 무엇?

Base dimensions: masa; length; denbora.
Dimensions:
  - dim: ltp, -2, -2 eta 1
  - dim: slm, 0, 0 eta -3
  - dim: plv, 0, -4 eta 0
  - dim: snk, 0, 0 eta 0
  - dim: mln, -2, 2 eta 1
  - dim: trm, -4, 0 eta -1
  - dim: kmr, 1, -2 eta -1
  - dim: krs, -2, 2 eta -2
  - dim: nzr, -6, 6 eta -3
Ekuazio:
  - q1 trm ltp 1 power of krs -1 power of divided by ltp 1 power of krs 1 power of bider snk bider gehi berdin
  - q2 plv ltp 1 power of mln -1 power of bider berdin
  - q3 slm mln -1 power of krs 1 power of bider berdin
  - q4 nzr krs 2 power of kmr 1 power of divided by berdin
Dimensionally impossible zer?

Base dimensions: mass; ᏂᎦᏅᎯᏒ; ᎠᎵᏱᎵᏒ.
ᏂᎦᏅᎯᏒ:
  - dim: ltp, -2, -2 ᎠᎴ 1
  - dim: slm, 0, 0 ᎠᎴ -3
  - dim: plv, 0, -4 ᎠᎴ 0
  - dim: snk, 0, 0 ᎠᎴ 0
  - dim: mln, -2, 2 ᎠᎴ 1
  - dim: trm, -4, 0 ᎠᎴ -1
  - dim: kmr, 1, -2 ᎠᎴ -1
  - dim: krs, -2, 2 ᎠᎴ -2
  - dim: nzr, -6, 6 ᎠᎴ -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
What dimensionally impossible?

Base dimensions: mass; karu kay; pacha.
Dimensions:
  - dim: ltp, -2, -2 1
  - dim: slm, 0, 0 -3
  - dim: plv, 0, -4 0
  - dim: snk, 0, 0 0
  - dim: mln, -2, 2 1
  - dim: trm, -4, 0 -1
  - dim: kmr, 1, -2 -1
  - dim: krs, -2, 2 -2
  - dim: nzr, -6, 6 -3
Paqtachani:
  - q1 trm paqta ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv paqta ltp power of 1 times mln power of -1
  - q3 slm paqta mln power of -1 times krs power of 1
  - q4 nzr paqta krs power of 2 divided by kmr power of 1
Dimensionally impossible what?

Base dimensions: mass; length; гъо.
Dimensions:
  - dim: ltp, -2, -2 ыкӏи 1
  - dim: slm, 0, 0 ыкӏи -3
  - dim: plv, 0, -4 ыкӏи 0
  - dim: snk, 0, 0 ыкӏи 0
  - dim: mln, -2, 2 ыкӏи 1
  - dim: trm, -4, 0 ыкӏи -1
  - dim: kmr, 1, -2 ыкӏи -1
  - dim: krs, -2, 2 ыкӏи -2
  - dim: nzr, -6, 6 ыкӏи -3
Equations:
  - q1 trm ltp 1 power of krs -1 power of divided by ltp 1 power of krs 1 power of times snk times plus equal
  - q2 plv ltp 1 power of mln -1 power of times equal
  - q3 slm mln -1 power of krs 1 power of times equal
  - q4 nzr krs 2 power of kmr 1 power of divided by equal
Dimensionally impossible сыд?

Base dimensions: mass; length; sijhawm.
Dimensions:
  - dim: ltp, -2, -2 thiab 1
  - dim: slm, 0, 0 thiab -3
  - dim: plv, 0, -4 thiab 0
  - dim: snk, 0, 0 thiab 0
  - dim: mln, -2, 2 thiab 1
  - dim: trm, -4, 0 thiab -1
  - dim: kmr, 1, -2 thiab -1
  - dim: krs, -2, 2 thiab -2
  - dim: nzr, -6, 6 thiab -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: ltp, -2, -2 1
  - dim: slm, 0, 0 -3
  - dim: plv, 0, -4 0
  - dim: snk, 0, 0 0
  - dim: mln, -2, 2 1
  - dim: trm, -4, 0 -1
  - dim: kmr, 1, -2 -1
  - dim: krs, -2, 2 -2
  - dim: nzr, -6, 6 -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
Dimensionally impossible ining-jak?

Base dimensions: mass; length; time.
Dimensions:
  - dim: ltp, -2, -2 micha' 1
  - dim: slm, 0, 0 micha' -3
  - dim: plv, 0, -4 micha' 0
  - dim: snk, 0, 0 micha' 0
  - dim: mln, -2, 2 micha' 1
  - dim: trm, -4, 0 micha' -1
  - dim: kmr, 1, -2 micha' -1
  - dim: krs, -2, 2 micha' -2
  - dim: nzr, -6, 6 micha' -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
Dimensionally impossible nanta?

Base dimensions: mass; length; time.
Dimensions:
  - dim: ltp, -2, -2 カ 1
  - dim: slm, 0, 0 カ -3
  - dim: plv, 0, -4 カ 0
  - dim: snk, 0, 0 カ 0
  - dim: mln, -2, 2 カ 1
  - dim: trm, -4, 0 カ -1
  - dim: kmr, 1, -2 カ -1
  - dim: krs, -2, 2 カ -2
  - dim: nzr, -6, 6 カ -3
Equations:
  - q1 trm ltp 1 power of krs -1 power of divided by ltp 1 power of krs 1 power of times snk times plus equal
  - q2 plv ltp 1 power of mln -1 power of times equal
  - q3 slm mln -1 power of krs 1 power of times equal
  - q4 nzr krs 2 power of kmr 1 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: ltp, -2, -2 ынкъам 1
  - dim: slm, 0, 0 ынкъам -3
  - dim: plv, 0, -4 ынкъам 0
  - dim: snk, 0, 0 ынкъам 0
  - dim: mln, -2, 2 ынкъам 1
  - dim: trm, -4, 0 ынкъам -1
  - dim: kmr, 1, -2 ынкъам -1
  - dim: krs, -2, 2 ынкъам -2
  - dim: nzr, -6, 6 ынкъам -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
Dimensionally impossible what?

Base dimensions: mass; chowakil; k’iin.
Dimensions:
  - dim: ltp, -2, -2 yéetel 1
  - dim: slm, 0, 0 yéetel -3
  - dim: plv, 0, -4 yéetel 0
  - dim: snk, 0, 0 yéetel 0
  - dim: mln, -2, 2 yéetel 1
  - dim: trm, -4, 0 yéetel -1
  - dim: kmr, 1, -2 yéetel -1
  - dim: krs, -2, 2 yéetel -2
  - dim: nzr, -6, 6 yéetel -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
Dimensionally impossible what?

Base dimensions: mę̀soʼóna; length; time.
Dimensions:
  - dim: ltp, -2, -2 1
  - dim: slm, 0, 0 -3
  - dim: plv, 0, -4 0
  - dim: snk, 0, 0 0
  - dim: mln, -2, 2 1
  - dim: trm, -4, 0 -1
  - dim: kmr, 1, -2 -1
  - dim: krs, -2, 2 -2
  - dim: nzr, -6, 6 -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
Dimensionally impossible híli?

Base dimensions: mass; length; time.
Dimensions:
  - dim: ltp, -2, -2 na 1
  - dim: slm, 0, 0 na -3
  - dim: plv, 0, -4 na 0
  - dim: snk, 0, 0 na 0
  - dim: mln, -2, 2 na 1
  - dim: trm, -4, 0 na -1
  - dim: kmr, 1, -2 na -1
  - dim: krs, -2, 2 na -2
  - dim: nzr, -6, 6 na -3
Equations:
  - q1 trm ltp 1 power of krs -1 power of divided by ltp 1 power of krs 1 power of times snk times plus equal
  - q2 plv ltp 1 power of mln -1 power of times equal
  - q3 slm mln -1 power of krs 1 power of times equal
  - q4 nzr krs 2 power of kmr 1 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; ára.
Dimensions:
  - dim: ltp, -2, -2 1
  - dim: slm, 0, 0 -3
  - dim: plv, 0, -4 0
  - dim: snk, 0, 0 0
  - dim: mln, -2, 2 1
  - dim: trm, -4, 0 -1
  - dim: kmr, 1, -2 -1
  - dim: krs, -2, 2 -2
  - dim: nzr, -6, 6 -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
Dimensionally impossible what?

Base dimensions: mass; length; pacha.
Dimensions:
  - dim: ltp, -2, -2 1
  - dim: slm, 0, 0 -3
  - dim: plv, 0, -4 0
  - dim: snk, 0, 0 0
  - dim: mln, -2, 2 1
  - dim: trm, -4, 0 -1
  - dim: kmr, 1, -2 -1
  - dim: krs, -2, 2 -2
  - dim: nzr, -6, 6 -3
Equations:
  - q1 trm ltp 1 power of krs -1 power of divided by ltp 1 power of krs 1 power of times snk times plus equal
  - q2 plv ltp 1 power of mln -1 power of times equal
  - q3 slm mln -1 power of krs 1 power of times equal
  - q4 nzr krs 2 power of kmr 1 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; nàa kòo.
Dimensions:
  - dim: ltp, -2, -2 ǂʻá 1
  - dim: slm, 0, 0 ǂʻá -3
  - dim: plv, 0, -4 ǂʻá 0
  - dim: snk, 0, 0 ǂʻá 0
  - dim: mln, -2, 2 ǂʻá 1
  - dim: trm, -4, 0 ǂʻá -1
  - dim: kmr, 1, -2 ǂʻá -1
  - dim: krs, -2, 2 ǂʻá -2
  - dim: nzr, -6, 6 ǂʻá -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
Dimensionally impossible what?

Base dimensions: mass; length; ыр.
Dimensions:
  - dim: ltp, -2, -2 1
  - dim: slm, 0, 0 -3
  - dim: plv, 0, -4 0
  - dim: snk, 0, 0 0
  - dim: mln, -2, 2 1
  - dim: trm, -4, 0 -1
  - dim: kmr, 1, -2 -1
  - dim: krs, -2, 2 -2
  - dim: nzr, -6, 6 -3
Equations:
  - q1 trm ltp 1 power of krs -1 power of divided by ltp 1 power of krs 1 power of times snk times plus equal
  - q2 plv ltp 1 power of mln -1 power of times equal
  - q3 slm mln -1 power of krs 1 power of times equal
  - q4 nzr krs 2 power of kmr 1 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: ltp, -2, -2 1
  - dim: slm, 0, 0 -3
  - dim: plv, 0, -4 0
  - dim: snk, 0, 0 0
  - dim: mln, -2, 2 1
  - dim: trm, -4, 0 -1
  - dim: kmr, 1, -2 -1
  - dim: krs, -2, 2 -2
  - dim: nzr, -6, 6 -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: ltp, -2, -2 1
  - dim: slm, 0, 0 -3
  - dim: plv, 0, -4 0
  - dim: snk, 0, 0 0
  - dim: mln, -2, 2 1
  - dim: trm, -4, 0 -1
  - dim: kmr, 1, -2 -1
  - dim: krs, -2, 2 -2
  - dim: nzr, -6, 6 -3
Equations:
  - q1 trm ltp 1 power of krs -1 power of divided by ltp 1 power of krs 1 power of times snk times plus equal
  - q2 plv ltp 1 power of mln -1 power of times equal
  - q3 slm mln -1 power of krs 1 power of times equal
  - q4 nzr krs 2 power of kmr 1 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: ltp, -2, -2 1
  - dim: slm, 0, 0 -3
  - dim: plv, 0, -4 0
  - dim: snk, 0, 0 0
  - dim: mln, -2, 2 1
  - dim: trm, -4, 0 -1
  - dim: kmr, 1, -2 -1
  - dim: krs, -2, 2 -2
  - dim: nzr, -6, 6 -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
Dimensionally impossible what?

Base dimensions: mass; length; kawit.
Dimensions:
  - dim: ltp, -2, -2 1
  - dim: slm, 0, 0 -3
  - dim: plv, 0, -4 0
  - dim: snk, 0, 0 0
  - dim: mln, -2, 2 1
  - dim: trm, -4, 0 -1
  - dim: kmr, 1, -2 -1
  - dim: krs, -2, 2 -2
  - dim: nzr, -6, 6 -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
Dimensionally impossible tay?

Base dimensions : masse ; longueur ; temps.
Dimensions :
  - tamisé: ltp, -2, -2 et 1
  - tamisé: slm, 0, 0 et -3
  - tamisé: plv, 0, -4 et 0
  - tamisé: snk, 0, 0 et 0
  - tamisé: mln, -2, 2 et 1
  - tamisé: trm, -4, 0 et -1
  - tamisé: kmr, 1, -2 et -1
  - tamisé: krs, -2, 2 et -2
  - tamisé: nzr, -6, 6 et -3
Équations :
  - q1 trm égaler à ltp pouvoir de 1 divided par krs pouvoir de -1 plus ltp pouvoir de 1 fois krs pouvoir de 1 fois snk
  - q2 plv égaler à ltp pouvoir de 1 fois mln pouvoir de -1
  - q3 slm égaler à mln pouvoir de -1 fois krs pouvoir de 1
  - q4 nzr égaler à krs pouvoir de 2 divided par kmr pouvoir de 1
Quoi dimensionally impossible ?

Fundo dimensio: amaso; longo; tempo.
Dimensio:
  - dim: ltp, -2, -2 kaj 1
  - dim: slm, 0, 0 kaj -3
  - dim: plv, 0, -4 kaj 0
  - dim: snk, 0, 0 kaj 0
  - dim: mln, -2, 2 kaj 1
  - dim: trm, -4, 0 kaj -1
  - dim: kmr, 1, -2 kaj -1
  - dim: krs, -2, 2 kaj -2
  - dim: nzr, -6, 6 kaj -3
Ekvacio:
  - q1 trm egali ltp potenco de 1 dividita per krs potenco de -1 plus ltp potenco de 1 times krs potenco de 1 times snk
  - q2 plv egali ltp potenco de 1 times mln potenco de -1
  - q3 slm egali mln potenco de -1 times krs potenco de 1
  - q4 nzr egali krs potenco de 2 dividita per kmr potenco de 1
Dimensionally neebla kio?

Base dimensions: tömeg; hossz; idő.
Dimensions:
  - fénytelen: ltp, -2, -2 és 1
  - fénytelen: slm, 0, 0 és -3
  - fénytelen: plv, 0, -4 és 0
  - fénytelen: snk, 0, 0 és 0
  - fénytelen: mln, -2, 2 és 1
  - fénytelen: trm, -4, 0 és -1
  - fénytelen: kmr, 1, -2 és -1
  - fénytelen: krs, -2, 2 és -2
  - fénytelen: nzr, -6, 6 és -3
Egyenletek:
  - q1 trm egyenlő ltp hatalom of 1 divided által krs hatalom of -1 meg ltp hatalom of 1 times krs hatalom of 1 times snk
  - q2 plv egyenlő ltp hatalom of 1 times mln hatalom of -1
  - q3 slm egyenlő mln hatalom of -1 times krs hatalom of 1
  - q4 nzr egyenlő krs hatalom of 2 divided által kmr hatalom of 1
Dimensionally lehetetlen melyik?

base dimensions:mass; 長度; 時間.
dimensions:
  - dim:ltp, -2, -2及1
  - dim:slm, 0, 0及-3
  - dim:plv, 0, -4及0
  - dim:snk, 0, 0及0
  - dim:mln, -2, 2及1
  - dim:trm, -4, 0及-1
  - dim:kmr, 1, -2及-1
  - dim:krs, -2, 2及-2
  - dim:nzr, -6, 6及-3
equations:
  - q1:trm匹敵ltp電力...嘅1divided……之前krs電力...嘅-1plusltp電力...嘅1timeskrs電力...嘅1timessnk
  - q2:plv匹敵ltp電力...嘅1timesmln電力...嘅-1
  - q3:slm匹敵mln電力...嘅-1timeskrs電力...嘅1
  - q4:nzr匹敵krs電力...嘅2divided……之前kmr電力...嘅1
dimensionally冇可能嘅乜嘢?

Base dimensions: mass; length; time.
Dimensions:
  - dim: ltp, -2, -2 とぅ 1
  - dim: slm, 0, 0 とぅ -3
  - dim: plv, 0, -4 とぅ 0
  - dim: snk, 0, 0 とぅ 0
  - dim: mln, -2, 2 とぅ 1
  - dim: trm, -4, 0 とぅ -1
  - dim: kmr, 1, -2 とぅ -1
  - dim: krs, -2, 2 とぅ -2
  - dim: nzr, -6, 6 とぅ -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
Dimensionally impossible what?

Base dimensions: масса; ұзындық; уақыт.
Dimensions:
  - dim: ltp, -2, -2 және 1
  - dim: slm, 0, 0 және -3
  - dim: plv, 0, -4 және 0
  - dim: snk, 0, 0 және 0
  - dim: mln, -2, 2 және 1
  - dim: trm, -4, 0 және -1
  - dim: kmr, 1, -2 және -1
  - dim: krs, -2, 2 және -2
  - dim: nzr, -6, 6 және -3
Теңдеу:
  - q1 trm equal ltp билік туралы 1 divided қасында krs билік туралы -1 plus ltp билік туралы 1 times krs билік туралы 1 times snk
  - q2 plv equal ltp билік туралы 1 times mln билік туралы -1
  - q3 slm equal mln билік туралы -1 times krs билік туралы 1
  - q4 nzr equal krs билік туралы 2 divided қасында kmr билік туралы 1
Dimensionally impossible не?

בָּסִיס מֵמַד: מַסָּה; length; זְמָן.
מֵמַד:
  - כהה: ltp, -2, -2 וְ־ 1
  - כהה: slm, 0, 0 וְ־ -3
  - כהה: plv, 0, -4 וְ־ 0
  - כהה: snk, 0, 0 וְ־ 0
  - כהה: mln, -2, 2 וְ־ 1
  - כהה: trm, -4, 0 וְ־ -1
  - כהה: kmr, 1, -2 וְ־ -1
  - כהה: krs, -2, 2 וְ־ -2
  - כהה: nzr, -6, 6 וְ־ -3
equations:
  - q1 trm שָׁוֶה ltp חַשְׁמַל שֶׁל 1 divided על ידי krs חַשְׁמַל שֶׁל -1 פלוס ltp חַשְׁמַל שֶׁל 1 times krs חַשְׁמַל שֶׁל 1 times snk
  - q2 plv שָׁוֶה ltp חַשְׁמַל שֶׁל 1 times mln חַשְׁמַל שֶׁל -1
  - q3 slm שָׁוֶה mln חַשְׁמַל שֶׁל -1 times krs חַשְׁמַל שֶׁל 1
  - q4 nzr שָׁוֶה krs חַשְׁמַל שֶׁל 2 divided על ידי kmr חַשְׁמַל שֶׁל 1
איזה dimensionally בלתי־אפשרי?

Base dimensions: mass; length; ჟამი.
Dimensions:
  - dim: ltp, -2, -2 დო 1
  - dim: slm, 0, 0 დო -3
  - dim: plv, 0, -4 დო 0
  - dim: snk, 0, 0 დო 0
  - dim: mln, -2, 2 დო 1
  - dim: trm, -4, 0 დო -1
  - dim: kmr, 1, -2 დო -1
  - dim: krs, -2, 2 დო -2
  - dim: nzr, -6, 6 დო -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
Dimensionally impossible what?

Dasar matra-matra: misa; panjang; waktu.
Matra-matra:
  - dim: ltp, -2, -2 dan 1
  - dim: slm, 0, 0 dan -3
  - dim: plv, 0, -4 dan 0
  - dim: snk, 0, 0 dan 0
  - dim: mln, -2, 2 dan 1
  - dim: trm, -4, 0 dan -1
  - dim: kmr, 1, -2 dan -1
  - dim: krs, -2, 2 dan -2
  - dim: nzr, -6, 6 dan -3
Persamaan-persamaan:
  - q1 trm sederajat ltp kekuasaan dari 1 divided kena krs kekuasaan dari -1 plus ltp kekuasaan dari 1 kali krs kekuasaan dari 1 kali snk
  - q2 plv sederajat ltp kekuasaan dari 1 kali mln kekuasaan dari -1
  - q3 slm sederajat mln kekuasaan dari -1 kali krs kekuasaan dari 1
  - q4 nzr sederajat krs kekuasaan dari 2 divided kena kmr kekuasaan dari 1
Dimensionally mustahil apa?

មូលដ្ឋានវិមាត្រ:ម៉ាស; ប្រវែង; កាល.
វិមាត្រ:
  - dim:ltp, -2, -2នឹង1
  - dim:slm, 0, 0នឹង-3
  - dim:plv, 0, -4នឹង0
  - dim:snk, 0, 0នឹង0
  - dim:mln, -2, 2នឹង1
  - dim:trm, -4, 0នឹង-1
  - dim:kmr, 1, -2នឹង-1
  - dim:krs, -2, 2នឹង-2
  - dim:nzr, -6, 6នឹង-3
សមីការ:
  - q1:trmស្មើនឹងltpអំណាចនៃ1divided bykrsអំណាចនៃ-1បូកltpអំណាចនៃ1គុណkrsអំណាចនៃ1គុណsnk
  - q2:plvស្មើនឹងltpអំណាចនៃ1គុណmlnអំណាចនៃ-1
  - q3:slmស្មើនឹងmlnអំណាចនៃ-1គុណkrsអំណាចនៃ1
  - q4:nzrស្មើនឹងkrsអំណាចនៃ2divided bykmrអំណាចនៃ1
dimensionallyមិនអាចទៅរួចអី?

base dimensions:ມວນ; ຄວາມຍາວ; ເວລາ.
dimensions:
  - dim:ltp, -2, -2ແລະ1
  - dim:slm, 0, 0ແລະ-3
  - dim:plv, 0, -4ແລະ0
  - dim:snk, 0, 0ແລະ0
  - dim:mln, -2, 2ແລະ1
  - dim:trm, -4, 0ແລະ-1
  - dim:kmr, 1, -2ແລະ-1
  - dim:krs, -2, 2ແລະ-2
  - dim:nzr, -6, 6ແລະ-3
ສົມຜົນ:
  - q1:trmequalltpອາຍາຂອງ1divided bykrsອາຍາຂອງ-1plusltpອາຍາຂອງ1timeskrsອາຍາຂອງ1timessnk
  - q2:plvequalltpອາຍາຂອງ1timesmlnອາຍາຂອງ-1
  - q3:slmequalmlnອາຍາຂອງ-1timeskrsອາຍາຂອງ1
  - q4:nzrequalkrsອາຍາຂອງ2divided bykmrອາຍາຂອງ1
dimensionally impossibleຫຍັງ?

base dimensions: mass; పొడవు; సంఘటన.
dimensions:
  - మసక: ltp, -2, -2 మరియు 1
  - మసక: slm, 0, 0 మరియు -3
  - మసక: plv, 0, -4 మరియు 0
  - మసక: snk, 0, 0 మరియు 0
  - మసక: mln, -2, 2 మరియు 1
  - మసక: trm, -4, 0 మరియు -1
  - మసక: kmr, 1, -2 మరియు -1
  - మసక: krs, -2, 2 మరియు -2
  - మసక: nzr, -6, 6 మరియు -3
equations:
  - q1 trm ltp 1 పలుకుబడి of krs -1 పలుకుబడి of divided by ltp 1 పలుకుబడి of krs 1 పలుకుబడి of times snk times plus equal
  - q2 plv ltp 1 పలుకుబడి of mln -1 పలుకుబడి of times equal
  - q3 slm mln -1 పలుకుబడి of krs 1 పలుకుబడి of times equal
  - q4 nzr krs 2 పలుకుబడి of kmr 1 పలుకుబడి of divided by equal
dimensionally impossible ఏమిటి?

Base dimensions: mass; length; ìgbà.
Dimensions:
  - dim: ltp, -2, -2 1
  - dim: slm, 0, 0 -3
  - dim: plv, 0, -4 0
  - dim: snk, 0, 0 0
  - dim: mln, -2, 2 1
  - dim: trm, -4, 0 -1
  - dim: kmr, 1, -2 -1
  - dim: krs, -2, 2 -2
  - dim: nzr, -6, 6 -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
What dimensionally impossible?

Base dimensions: mass; length; time.
Dimensions:
  - dim: ltp, -2, -2 1
  - dim: slm, 0, 0 -3
  - dim: plv, 0, -4 0
  - dim: snk, 0, 0 0
  - dim: mln, -2, 2 1
  - dim: trm, -4, 0 -1
  - dim: kmr, 1, -2 -1
  - dim: krs, -2, 2 -2
  - dim: nzr, -6, 6 -3
Equations:
  - q1 trm ltp 1 power of krs -1 power of divided by ltp 1 power of krs 1 power of times snk times plus equal
  - q2 plv ltp 1 power of mln -1 power of times equal
  - q3 slm mln -1 power of krs 1 power of times equal
  - q4 nzr krs 2 power of kmr 1 power of divided by equal
Dimensionally impossible what?

base dimensions: mass; length; time.
dimensions:
  - dim: ltp, -2, -2 1
  - dim: slm, 0, 0 -3
  - dim: plv, 0, -4 0
  - dim: snk, 0, 0 0
  - dim: mln, -2, 2 1
  - dim: trm, -4, 0 -1
  - dim: kmr, 1, -2 -1
  - dim: krs, -2, 2 -2
  - dim: nzr, -6, 6 -3
equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
dimensionally impossible what?

Base dimensions: mass; langa; time.
Dimensions:
  - dim: ltp, -2, -2 1
  - dim: slm, 0, 0 -3
  - dim: plv, 0, -4 0
  - dim: snk, 0, 0 0
  - dim: mln, -2, 2 1
  - dim: trm, -4, 0 -1
  - dim: kmr, 1, -2 -1
  - dim: krs, -2, 2 -2
  - dim: nzr, -6, 6 -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: ltp, -2, -2 1
  - dim: slm, 0, 0 -3
  - dim: plv, 0, -4 0
  - dim: snk, 0, 0 0
  - dim: mln, -2, 2 1
  - dim: trm, -4, 0 -1
  - dim: kmr, 1, -2 -1
  - dim: krs, -2, 2 -2
  - dim: nzr, -6, 6 -3
Equations:
  - q1 trm equal ltp power of 1 divided by krs power of -1 plus ltp power of 1 times krs power of 1 times snk
  - q2 plv equal ltp power of 1 times mln power of -1
  - q3 slm equal mln power of -1 times krs power of 1
  - q4 nzr equal krs power of 2 divided by kmr power of 1
Dimensionally impossible what?

Base dimensions: mass; length; вахт.
Dimensions:
  - dim: ltp, -2, -2 1
  - dim: slm, 0, 0 -3
  - dim: plv, 0, -4 0
  - dim: snk, 0, 0 0
  - dim: mln, -2, 2 1
  - dim: trm, -4, 0 -1
  - dim: kmr, 1, -2 -1
  - dim: krs, -2, 2 -2
  - dim: nzr, -6, 6 -3
Equations:
  - q1 trm ltp 1 power of krs -1 power of divided by ltp 1 power of krs 1 power of times snk times plus equal
  - q2 plv ltp 1 power of mln -1 power of times equal
  - q3 slm mln -1 power of krs 1 power of times equal
  - q4 nzr krs 2 power of kmr 1 power of divided by equal
Dimensionally impossible вуч?

Base dimensions: mass; length; time.
Dimensions:
  - dim: stn, 3, 0 and 2
  - dim: kzr, 0, 0 and 0
  - dim: vrs, 0, 0 and 2
  - dim: slp, -2, 1 and 1
  - dim: tnm, 8, -3 and 3
  - dim: mpn, 1, -2 and 0
  - dim: mts, 2, -1 and 1
  - dim: rsp, -2, 1 and -1
  - dim: tsk, 1, 1 and 1
Equations:
  - q1 mpn equals rsp to the power -1 divided by tsk to the power 1 plus rsp to the power -1 times tsk to the power -1 times kzr
  - q2 vrs equals rsp to the power -1 times slp to the power 1
  - q3 tnm equals rsp to the power -1 times mts to the power 2 plus rsp to the power -1 divided by mts to the power -2 times kzr
  - q4 stn equals tsk to the power 1 divided by mts to the power -1
What is the dimensionally impossible?

Las dimensiones básicas son: masa; longitud; tiempo.
Las dimensiones son:
  - las dimensiones de: stn, 3, 0 y 2
  - las dimensiones de: kzr, 0, 0 y 0
  - las dimensiones de: vrs, 0, 0 y 2
  - las dimensiones de: slp, -2, 1 y 1
  - las dimensiones de: tnm, 8, -3 y 3
  - las dimensiones de: mpn, 1, -2 y 0
  - las dimensiones de: mts, 2, -1 y 1
  - las dimensiones de: rsp, -2, 1 y -1
  - las dimensiones de: tsk, 1, 1 y 1
Las ecuaciones son:
  - q1: mpn es igual a rsp elevado a -1 dividido por tsk elevado a 1 más rsp elevado a -1 por tsk elevado a -1 por kzr
  - q2: vrs es igual a rsp elevado a -1 por slp elevado a 1
  - q3: tnm es igual a rsp elevado a -1 por mts elevado a 2 más rsp elevado a -1 dividido por mts elevado a -2 por kzr
  - q4: stn es igual a tsk elevado a 1 dividido por mts elevado a -1
¿Qué dimensionally impossible?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：stn、3、0和2
  - 的量纲是：kzr、0、0和0
  - 的量纲是：vrs、0、0和2
  - 的量纲是：slp、-2、1和1
  - 的量纲是：tnm、8、-3和3
  - 的量纲是：mpn、1、-2和0
  - 的量纲是：mts、2、-1和1
  - 的量纲是：rsp、-2、1和-1
  - 的量纲是：tsk、1、1和1
方程如下：q1：mpn等于rsp的次方是-1除以tsk的次方是1加rsp的次方是-1乘以tsk的次方是-1乘以kzr；q2：vrs等于rsp的次方是-1乘以slp的次方是1；q3：tnm等于rsp的次方是-1乘以mts的次方是2加rsp的次方是-1除以mts的次方是-2乘以kzr；q4：stn等于tsk的次方是1除以mts的次方是-1。
dimensionally impossible什么？

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: stn, 3, 0 ve 2
  - dim: kzr, 0, 0 ve 0
  - dim: vrs, 0, 0 ve 2
  - dim: slp, -2, 1 ve 1
  - dim: tnm, 8, -3 ve 3
  - dim: mpn, 1, -2 ve 0
  - dim: mts, 2, -1 ve 1
  - dim: rsp, -2, 1 ve -1
  - dim: tsk, 1, 1 ve 1
Equations:
  - q1: mpn rsp -1 power tsk 1 power bölü rsp -1 power tsk -1 power çarpı kzr çarpı artı eşittir
  - q2: vrs rsp -1 power slp 1 power çarpı eşittir
  - q3: tnm rsp -1 power mts 2 power çarpı rsp -1 power mts -2 power bölü kzr çarpı artı eşittir
  - q4: stn tsk 1 power mts -1 power bölü eşittir
Dimensionally impossible ne?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: stn, 3, 0 na 2
  - dim: kzr, 0, 0 na 0
  - dim: vrs, 0, 0 na 2
  - dim: slp, -2, 1 na 1
  - dim: tnm, 8, -3 na 3
  - dim: mpn, 1, -2 na 0
  - dim: mts, 2, -1 na 1
  - dim: rsp, -2, 1 na -1
  - dim: tsk, 1, 1 na 1
Equations:
  - q1: mpn ni sawa na rsp power ya -1 divided by tsk power ya 1 plus rsp power ya -1 times tsk power ya -1 times kzr
  - q2: vrs ni sawa na rsp power ya -1 times slp power ya 1
  - q3: tnm ni sawa na rsp power ya -1 times mts power ya 2 plus rsp power ya -1 divided by mts power ya -2 times kzr
  - q4: stn ni sawa na tsk power ya 1 divided by mts power ya -1
Dimensionally impossible nini?

Base dimensions: mass; length; time.
Dimensions:
  - dim: stn, 3, 0 and 2
  - dim: kzr, 0, 0 and 0
  - dim: vrs, 0, 0 and 2
  - dim: slp, -2, 1 and 1
  - dim: tnm, 8, -3 and 3
  - dim: mpn, 1, -2 and 0
  - dim: mts, 2, -1 and 1
  - dim: rsp, -2, 1 and -1
  - dim: tsk, 1, 1 and 1
Equations:
  - q1 mpn equals rsp to the power -1 divided by tsk to the power 1 plus rsp to the power -1 times tsk to the power -1 times kzr
  - q2 vrs equals rsp to the power -1 times slp to the power 1
  - q3 tnm equals rsp to the power -1 times mts to the power 2 plus rsp to the power -1 divided by mts to the power -2 times kzr
  - q4 stn equals tsk to the power 1 divided by mts to the power -1
What is the dimensionally impossible?

{base_dimensions: [mass length time], dimensions: [(dim stn 3 0 2) (dim kzr 0 0 0) (dim vrs 0 0 2) (dim slp -2 1 1) (dim tnm 8 -3 3) (dim mpn 1 -2 0) (dim mts 2 -1 1) (dim rsp -2 1 -1) (dim tsk 1 1 1)], equations: [(equation q1 (eq mpn (add (div (pow rsp -1) (pow tsk 1)) (mul (mul (pow rsp -1) (pow tsk -1)) kzr)))) (equation q2 (eq vrs (mul (pow rsp -1) (pow slp 1)))) (equation q3 (eq tnm (add (mul (pow rsp -1) (pow mts 2)) (mul (div (pow rsp -1) (pow mts -2)) kzr)))) (equation q4 (eq stn (div (pow tsk 1) (pow mts -1))))], query: dimensionally_impossible}

Basis Dimensionen: Masse; Länge; Zeit.
Dimensionen:
  - dämmerig: stn, 3, 0 und 2
  - dämmerig: kzr, 0, 0 und 0
  - dämmerig: vrs, 0, 0 und 2
  - dämmerig: slp, -2, 1 und 1
  - dämmerig: tnm, 8, -3 und 3
  - dämmerig: mpn, 1, -2 und 0
  - dämmerig: mts, 2, -1 und 1
  - dämmerig: rsp, -2, 1 und -1
  - dämmerig: tsk, 1, 1 und 1
Gleichungen:
  - q1 mpn gleichen rsp Macht aus -1 geteilt mit tsk Macht aus 1 plus rsp Macht aus -1 mal tsk Macht aus -1 mal kzr
  - q2 vrs gleichen rsp Macht aus -1 mal slp Macht aus 1
  - q3 tnm gleichen rsp Macht aus -1 mal mts Macht aus 2 plus rsp Macht aus -1 geteilt mit mts Macht aus -2 mal kzr
  - q4 stn gleichen tsk Macht aus 1 geteilt mit mts Macht aus -1
Was dimensionally unmöglich?

Base dimensions: маса; дужина; вре́ме.
Dimensions:
  - dim: stn, 3, 0 и 2
  - dim: kzr, 0, 0 и 0
  - dim: vrs, 0, 0 и 2
  - dim: slp, -2, 1 и 1
  - dim: tnm, 8, -3 и 3
  - dim: mpn, 1, -2 и 0
  - dim: mts, 2, -1 и 1
  - dim: rsp, -2, 1 и -1
  - dim: tsk, 1, 1 и 1
Једна̀чина:
  - q1 mpn је̏дна̄к rsp вла̑ст od -1 divided by tsk вла̑ст od 1 plus rsp вла̑ст od -1 times tsk вла̑ст od -1 times kzr
  - q2 vrs је̏дна̄к rsp вла̑ст od -1 times slp вла̑ст od 1
  - q3 tnm је̏дна̄к rsp вла̑ст od -1 times mts вла̑ст od 2 plus rsp вла̑ст od -1 divided by mts вла̑ст od -2 times kzr
  - q4 stn је̏дна̄к tsk вла̑ст od 1 divided by mts вла̑ст od -1
Dimensionally немогућ kakav?

Perustus mitat: massa; pituus; aika.
Mitat:
  - himmeä: stn, 3, 0 ja 2
  - himmeä: kzr, 0, 0 ja 0
  - himmeä: vrs, 0, 0 ja 2
  - himmeä: slp, -2, 1 ja 1
  - himmeä: tnm, 8, -3 ja 3
  - himmeä: mpn, 1, -2 ja 0
  - himmeä: mts, 2, -1 ja 1
  - himmeä: rsp, -2, 1 ja -1
  - himmeä: tsk, 1, 1 ja 1
Yhtälöt:
  - q1 mpn sama rsp valta vaille -1 jaettu kautta tsk valta vaille 1 plus rsp valta vaille -1 kertaa tsk valta vaille -1 kertaa kzr
  - q2 vrs sama rsp valta vaille -1 kertaa slp valta vaille 1
  - q3 tnm sama rsp valta vaille -1 kertaa mts valta vaille 2 plus rsp valta vaille -1 jaettu kautta mts valta vaille -2 kertaa kzr
  - q4 stn sama tsk valta vaille 1 jaettu kautta mts valta vaille -1
Mikä dimensionally mahdoton?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：stn、3、0和2
  - 的量纲是：kzr、0、0和0
  - 的量纲是：vrs、0、0和2
  - 的量纲是：slp、-2、1和1
  - 的量纲是：tnm、8、-3和3
  - 的量纲是：mpn、1、-2和0
  - 的量纲是：mts、2、-1和1
  - 的量纲是：rsp、-2、1和-1
  - 的量纲是：tsk、1、1和1
方程如下：q1：mpn等于rsp的次方是-1除以tsk的次方是1加rsp的次方是-1乘以tsk的次方是-1乘以kzr；q2：vrs等于rsp的次方是-1乘以slp的次方是1；q3：tnm等于rsp的次方是-1乘以mts的次方是2加rsp的次方是-1除以mts的次方是-2乘以kzr；q4：stn等于tsk的次方是1除以mts的次方是-1。
dimensionally impossible什么？

基礎面積:質量; 長さ; 時間.
面積:
  - 薄暗い:stn, 3, 0と2
  - 薄暗い:kzr, 0, 0と0
  - 薄暗い:vrs, 0, 0と2
  - 薄暗い:slp, -2, 1と1
  - 薄暗い:tnm, 8, -3と3
  - 薄暗い:mpn, 1, -2と0
  - 薄暗い:mts, 2, -1と1
  - 薄暗い:rsp, -2, 1と-1
  - 薄暗い:tsk, 1, 1と1
方程式:q1:mpnrsp-1力の中のtsk1力の中の分かれた…でrsp-1力の中のtsk-1力の中の掛けるkzr掛ける足す等しい; q2:vrsrsp-1力の中のslp1力の中の掛ける等しい; q3:tnmrsp-1力の中のmts2力の中の掛けるrsp-1力の中のmts-2力の中の分かれた…でkzr掛ける足す等しい; q4:stntsk1力の中のmts-1力の中の分かれた…で等しい.
dimensionally不可能な何と?

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: stn, 3, 0 ve 2
  - dim: kzr, 0, 0 ve 0
  - dim: vrs, 0, 0 ve 2
  - dim: slp, -2, 1 ve 1
  - dim: tnm, 8, -3 ve 3
  - dim: mpn, 1, -2 ve 0
  - dim: mts, 2, -1 ve 1
  - dim: rsp, -2, 1 ve -1
  - dim: tsk, 1, 1 ve 1
Equations:
  - q1: mpn rsp -1 power tsk 1 power bölü rsp -1 power tsk -1 power çarpı kzr çarpı artı eşittir
  - q2: vrs rsp -1 power slp 1 power çarpı eşittir
  - q3: tnm rsp -1 power mts 2 power çarpı rsp -1 power mts -2 power bölü kzr çarpı artı eşittir
  - q4: stn tsk 1 power mts -1 power bölü eşittir
Dimensionally impossible ne?

أَسَاس بُعْد: كُتْلَة؛ طُول؛ زَمَان.
بُعْد:
  - dim: stn، 3، 0 وَـ 2
  - dim: kzr، 0، 0 وَـ 0
  - dim: vrs، 0، 0 وَـ 2
  - dim: slp، -2، 1 وَـ 1
  - dim: tnm، 8، -3 وَـ 3
  - dim: mpn، 1، -2 وَـ 0
  - dim: mts، 2، -1 وَـ 1
  - dim: rsp، -2، 1 وَـ -1
  - dim: tsk، 1، 1 وَـ 1
مُعَادَلَة:
  - q1 equal mpn زَائِد divided بِـ قُوَّة مِنْ rsp -1 قُوَّة مِنْ tsk 1 فِي فِي قُوَّة مِنْ rsp -1 قُوَّة مِنْ tsk -1 kzr
  - q2 equal vrs فِي قُوَّة مِنْ rsp -1 قُوَّة مِنْ slp 1
  - q3 equal tnm زَائِد فِي قُوَّة مِنْ rsp -1 قُوَّة مِنْ mts 2 فِي divided بِـ قُوَّة مِنْ rsp -1 قُوَّة مِنْ mts -2 kzr
  - q4 equal stn divided بِـ قُوَّة مِنْ tsk 1 قُوَّة مِنْ mts -1
dimensionally مُسْتَحِيل مَاذَا؟

Საფუძველი სიდიდეები: მასა; length; დრო.
Სიდიდეები:
  - dim: stn, 3, 0 და 2
  - dim: kzr, 0, 0 და 0
  - dim: vrs, 0, 0 და 2
  - dim: slp, -2, 1 და 1
  - dim: tnm, 8, -3 და 3
  - dim: mpn, 1, -2 და 0
  - dim: mts, 2, -1 და 1
  - dim: rsp, -2, 1 და -1
  - dim: tsk, 1, 1 და 1
Equations:
  - q1 mpn rsp -1 ძალაუფლება of tsk 1 ძალაუფლება of divided by rsp -1 ძალაუფლება of tsk -1 ძალაუფლება of times kzr times plus თანასწორი
  - q2 vrs rsp -1 ძალაუფლება of slp 1 ძალაუფლება of times თანასწორი
  - q3 tnm rsp -1 ძალაუფლება of mts 2 ძალაუფლება of times rsp -1 ძალაუფლება of mts -2 ძალაუფლება of divided by kzr times plus თანასწორი
  - q4 stn tsk 1 ძალაუფლება of mts -1 ძალაუფლება of divided by თანასწორი
Dimensionally შეუძლებელი რა?

Base dimensions: papatipu; roa; wā.
Dimensions:
  - pongipongi: stn, 3, 0 me 2
  - pongipongi: kzr, 0, 0 me 0
  - pongipongi: vrs, 0, 0 me 2
  - pongipongi: slp, -2, 1 me 1
  - pongipongi: tnm, 8, -3 me 3
  - pongipongi: mpn, 1, -2 me 0
  - pongipongi: mts, 2, -1 me 1
  - pongipongi: rsp, -2, 1 me -1
  - pongipongi: tsk, 1, 1 me 1
Equations:
  - q1 equal mpn ngahoro divided nā awenga o rsp -1 awenga o tsk 1 times times awenga o rsp -1 awenga o tsk -1 kzr
  - q2 equal vrs times awenga o rsp -1 awenga o slp 1
  - q3 equal tnm ngahoro times awenga o rsp -1 awenga o mts 2 times divided nā awenga o rsp -1 awenga o mts -2 kzr
  - q4 equal stn divided nā awenga o tsk 1 awenga o mts -1
Dimensionally tē-taea unutai?

Bazơ chiều: khối lượng; chiều dài; thời gian.
Chiều:
  - mờ: stn, 3, 0 và 2
  - mờ: kzr, 0, 0 và 0
  - mờ: vrs, 0, 0 và 2
  - mờ: slp, -2, 1 và 1
  - mờ: tnm, 8, -3 và 3
  - mờ: mpn, 1, -2 và 0
  - mờ: mts, 2, -1 và 1
  - mờ: rsp, -2, 1 và -1
  - mờ: tsk, 1, 1 và 1
Phương trình:
  - q1 mpn equal rsp quyền lực bằng -1 divided bằng cách tsk quyền lực bằng 1 cộng rsp quyền lực bằng -1 nhân tsk quyền lực bằng -1 nhân kzr
  - q2 vrs equal rsp quyền lực bằng -1 nhân slp quyền lực bằng 1
  - q3 tnm equal rsp quyền lực bằng -1 nhân mts quyền lực bằng 2 cộng rsp quyền lực bằng -1 divided bằng cách mts quyền lực bằng -2 nhân kzr
  - q4 stn equal tsk quyền lực bằng 1 divided bằng cách mts quyền lực bằng -1
Dimensionally không thể gì?

ฐานมิติ:มวล; ความยาว; เวลา.
มิติ:
  - มัว:stn, 3, 0และ2
  - มัว:kzr, 0, 0และ0
  - มัว:vrs, 0, 0และ2
  - มัว:slp, -2, 1และ1
  - มัว:tnm, 8, -3และ3
  - มัว:mpn, 1, -2และ0
  - มัว:mts, 2, -1และ1
  - มัว:rsp, -2, 1และ-1
  - มัว:tsk, 1, 1และ1
สมการ:
  - q1:mpnเท่ากับrspอำนาจของ-1dividedโดยtskอำนาจของ1บวกrspอำนาจของ-1คูณtskอำนาจของ-1คูณkzr
  - q2:vrsเท่ากับrspอำนาจของ-1คูณslpอำนาจของ1
  - q3:tnmเท่ากับrspอำนาจของ-1คูณmtsอำนาจของ2บวกrspอำนาจของ-1dividedโดยmtsอำนาจของ-2คูณkzr
  - q4:stnเท่ากับtskอำนาจของ1dividedโดยmtsอำนาจของ-1
dimensionallyเป็นไปไม่ได้อะไร?

base dimensions: mass; நீளம்; நேரம்.
dimensions:
  - மங்கலான: stn, 3, 0 மற்றும் 2
  - மங்கலான: kzr, 0, 0 மற்றும் 0
  - மங்கலான: vrs, 0, 0 மற்றும் 2
  - மங்கலான: slp, -2, 1 மற்றும் 1
  - மங்கலான: tnm, 8, -3 மற்றும் 3
  - மங்கலான: mpn, 1, -2 மற்றும் 0
  - மங்கலான: mts, 2, -1 மற்றும் 1
  - மங்கலான: rsp, -2, 1 மற்றும் -1
  - மங்கலான: tsk, 1, 1 மற்றும் 1
சமன்பாடு:
  - q1 mpn rsp -1 கரண்ட் கொண்ட tsk 1 கரண்ட் கொண்ட divided by rsp -1 கரண்ட் கொண்ட tsk -1 கரண்ட் கொண்ட times kzr times plus equal
  - q2 vrs rsp -1 கரண்ட் கொண்ட slp 1 கரண்ட் கொண்ட times equal
  - q3 tnm rsp -1 கரண்ட் கொண்ட mts 2 கரண்ட் கொண்ட times rsp -1 கரண்ட் கொண்ட mts -2 கரண்ட் கொண்ட divided by kzr times plus equal
  - q4 stn tsk 1 கரண்ட் கொண்ட mts -1 கரண்ட் கொண்ட divided by equal
dimensionally impossible என்ன?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: stn, 3, 0 na 2
  - dim: kzr, 0, 0 na 0
  - dim: vrs, 0, 0 na 2
  - dim: slp, -2, 1 na 1
  - dim: tnm, 8, -3 na 3
  - dim: mpn, 1, -2 na 0
  - dim: mts, 2, -1 na 1
  - dim: rsp, -2, 1 na -1
  - dim: tsk, 1, 1 na 1
Equations:
  - q1: mpn ni sawa na rsp power ya -1 divided by tsk power ya 1 plus rsp power ya -1 times tsk power ya -1 times kzr
  - q2: vrs ni sawa na rsp power ya -1 times slp power ya 1
  - q3: tnm ni sawa na rsp power ya -1 times mts power ya 2 plus rsp power ya -1 divided by mts power ya -2 times kzr
  - q4: stn ni sawa na tsk power ya 1 divided by mts power ya -1
Dimensionally impossible nini?

Base dimensions: mass; nineezgo; ookił.
Dimensions:
  - dim: stn, 3, 0 dóó 2
  - dim: kzr, 0, 0 dóó 0
  - dim: vrs, 0, 0 dóó 2
  - dim: slp, -2, 1 dóó 1
  - dim: tnm, 8, -3 dóó 3
  - dim: mpn, 1, -2 dóó 0
  - dim: mts, 2, -1 dóó 1
  - dim: rsp, -2, 1 dóó -1
  - dim: tsk, 1, 1 dóó 1
Equations:
  - q1 mpn rsp -1 power of tsk 1 power of divided by rsp -1 power of tsk -1 power of ahą́ą́h nániilyá kzr ahą́ą́h nániilyá plus equal
  - q2 vrs rsp -1 power of slp 1 power of ahą́ą́h nániilyá equal
  - q3 tnm rsp -1 power of mts 2 power of ahą́ą́h nániilyá rsp -1 power of mts -2 power of divided by kzr ahą́ą́h nániilyá plus equal
  - q4 stn tsk 1 power of mts -1 power of divided by equal
Dimensionally impossible haʼátʼíísh?

Base dimensions: mass; length; piffissaq.
Dimensions:
  - dim: stn, 3, 0 aamma 2
  - dim: kzr, 0, 0 aamma 0
  - dim: vrs, 0, 0 aamma 2
  - dim: slp, -2, 1 aamma 1
  - dim: tnm, 8, -3 aamma 3
  - dim: mpn, 1, -2 aamma 0
  - dim: mts, 2, -1 aamma 1
  - dim: rsp, -2, 1 aamma -1
  - dim: tsk, 1, 1 aamma 1
Assigiissitaq:
  - q1 mpn rsp -1 power of tsk 1 power of divided by rsp -1 power of tsk -1 power of times kzr times plus equal
  - q2 vrs rsp -1 power of slp 1 power of times equal
  - q3 tnm rsp -1 power of mts 2 power of times rsp -1 power of mts -2 power of divided by kzr times plus equal
  - q4 stn tsk 1 power of mts -1 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; taim.
Dimensions:
  - dim: stn, 3, 0 na 2
  - dim: kzr, 0, 0 na 0
  - dim: vrs, 0, 0 na 2
  - dim: slp, -2, 1 na 1
  - dim: tnm, 8, -3 na 3
  - dim: mpn, 1, -2 na 0
  - dim: mts, 2, -1 na 1
  - dim: rsp, -2, 1 na -1
  - dim: tsk, 1, 1 na 1
Equations:
  - q1 mpn equal rsp power bilong -1 divided by tsk power bilong 1 plus rsp power bilong -1 times tsk power bilong -1 times kzr
  - q2 vrs equal rsp power bilong -1 times slp power bilong 1
  - q3 tnm equal rsp power bilong -1 times mts power bilong 2 plus rsp power bilong -1 divided by mts power bilong -2 times kzr
  - q4 stn equal tsk power bilong 1 divided by mts power bilong -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: stn, 3, 0 2
  - dim: kzr, 0, 0 0
  - dim: vrs, 0, 0 2
  - dim: slp, -2, 1 1
  - dim: tnm, 8, -3 3
  - dim: mpn, 1, -2 0
  - dim: mts, 2, -1 1
  - dim: rsp, -2, 1 -1
  - dim: tsk, 1, 1 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
Dimensionally impossible kwèch?

Base dimensions: mass; length; ха.
Dimensions:
  - dim: stn, 3, 0 а 2
  - dim: kzr, 0, 0 а 0
  - dim: vrs, 0, 0 а 2
  - dim: slp, -2, 1 а 1
  - dim: tnm, 8, -3 а 3
  - dim: mpn, 1, -2 а 0
  - dim: mts, 2, -1 а 1
  - dim: rsp, -2, 1 а -1
  - dim: tsk, 1, 1 а 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
Dimensionally impossible фу?

기초 치수: 질량; 길이; 시간.
치수:
  - dim: stn, 3, 0 2
  - dim: kzr, 0, 0 0
  - dim: vrs, 0, 0 2
  - dim: slp, -2, 1 1
  - dim: tnm, 8, -3 3
  - dim: mpn, 1, -2 0
  - dim: mts, 2, -1 1
  - dim: rsp, -2, 1 -1
  - dim: tsk, 1, 1 1
방정식:
  - q1 mpn rsp -1 힘 ...의 tsk 1 힘 ...의 divided ...로써 rsp -1 힘 ...의 tsk -1 힘 ...의 곱하기 kzr 곱하기 더하기 같다
  - q2 vrs rsp -1 힘 ...의 slp 1 힘 ...의 곱하기 같다
  - q3 tnm rsp -1 힘 ...의 mts 2 힘 ...의 곱하기 rsp -1 힘 ...의 mts -2 힘 ...의 divided ...로써 kzr 곱하기 더하기 같다
  - q4 stn tsk 1 힘 ...의 mts -1 힘 ...의 divided ...로써 같다
dimensionally 불가능하다 무엇?

Base dimensions: masa; length; denbora.
Dimensions:
  - dim: stn, 3, 0 eta 2
  - dim: kzr, 0, 0 eta 0
  - dim: vrs, 0, 0 eta 2
  - dim: slp, -2, 1 eta 1
  - dim: tnm, 8, -3 eta 3
  - dim: mpn, 1, -2 eta 0
  - dim: mts, 2, -1 eta 1
  - dim: rsp, -2, 1 eta -1
  - dim: tsk, 1, 1 eta 1
Ekuazio:
  - q1 mpn rsp -1 power of tsk 1 power of divided by rsp -1 power of tsk -1 power of bider kzr bider gehi berdin
  - q2 vrs rsp -1 power of slp 1 power of bider berdin
  - q3 tnm rsp -1 power of mts 2 power of bider rsp -1 power of mts -2 power of divided by kzr bider gehi berdin
  - q4 stn tsk 1 power of mts -1 power of divided by berdin
Dimensionally impossible zer?

Base dimensions: mass; ᏂᎦᏅᎯᏒ; ᎠᎵᏱᎵᏒ.
ᏂᎦᏅᎯᏒ:
  - dim: stn, 3, 0 ᎠᎴ 2
  - dim: kzr, 0, 0 ᎠᎴ 0
  - dim: vrs, 0, 0 ᎠᎴ 2
  - dim: slp, -2, 1 ᎠᎴ 1
  - dim: tnm, 8, -3 ᎠᎴ 3
  - dim: mpn, 1, -2 ᎠᎴ 0
  - dim: mts, 2, -1 ᎠᎴ 1
  - dim: rsp, -2, 1 ᎠᎴ -1
  - dim: tsk, 1, 1 ᎠᎴ 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
What dimensionally impossible?

Base dimensions: mass; karu kay; pacha.
Dimensions:
  - dim: stn, 3, 0 2
  - dim: kzr, 0, 0 0
  - dim: vrs, 0, 0 2
  - dim: slp, -2, 1 1
  - dim: tnm, 8, -3 3
  - dim: mpn, 1, -2 0
  - dim: mts, 2, -1 1
  - dim: rsp, -2, 1 -1
  - dim: tsk, 1, 1 1
Paqtachani:
  - q1 mpn paqta rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs paqta rsp power of -1 times slp power of 1
  - q3 tnm paqta rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn paqta tsk power of 1 divided by mts power of -1
Dimensionally impossible what?

Base dimensions: mass; length; гъо.
Dimensions:
  - dim: stn, 3, 0 ыкӏи 2
  - dim: kzr, 0, 0 ыкӏи 0
  - dim: vrs, 0, 0 ыкӏи 2
  - dim: slp, -2, 1 ыкӏи 1
  - dim: tnm, 8, -3 ыкӏи 3
  - dim: mpn, 1, -2 ыкӏи 0
  - dim: mts, 2, -1 ыкӏи 1
  - dim: rsp, -2, 1 ыкӏи -1
  - dim: tsk, 1, 1 ыкӏи 1
Equations:
  - q1 mpn rsp -1 power of tsk 1 power of divided by rsp -1 power of tsk -1 power of times kzr times plus equal
  - q2 vrs rsp -1 power of slp 1 power of times equal
  - q3 tnm rsp -1 power of mts 2 power of times rsp -1 power of mts -2 power of divided by kzr times plus equal
  - q4 stn tsk 1 power of mts -1 power of divided by equal
Dimensionally impossible сыд?

Base dimensions: mass; length; sijhawm.
Dimensions:
  - dim: stn, 3, 0 thiab 2
  - dim: kzr, 0, 0 thiab 0
  - dim: vrs, 0, 0 thiab 2
  - dim: slp, -2, 1 thiab 1
  - dim: tnm, 8, -3 thiab 3
  - dim: mpn, 1, -2 thiab 0
  - dim: mts, 2, -1 thiab 1
  - dim: rsp, -2, 1 thiab -1
  - dim: tsk, 1, 1 thiab 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: stn, 3, 0 2
  - dim: kzr, 0, 0 0
  - dim: vrs, 0, 0 2
  - dim: slp, -2, 1 1
  - dim: tnm, 8, -3 3
  - dim: mpn, 1, -2 0
  - dim: mts, 2, -1 1
  - dim: rsp, -2, 1 -1
  - dim: tsk, 1, 1 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
Dimensionally impossible ining-jak?

Base dimensions: mass; length; time.
Dimensions:
  - dim: stn, 3, 0 micha' 2
  - dim: kzr, 0, 0 micha' 0
  - dim: vrs, 0, 0 micha' 2
  - dim: slp, -2, 1 micha' 1
  - dim: tnm, 8, -3 micha' 3
  - dim: mpn, 1, -2 micha' 0
  - dim: mts, 2, -1 micha' 1
  - dim: rsp, -2, 1 micha' -1
  - dim: tsk, 1, 1 micha' 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
Dimensionally impossible nanta?

Base dimensions: mass; length; time.
Dimensions:
  - dim: stn, 3, 0 カ 2
  - dim: kzr, 0, 0 カ 0
  - dim: vrs, 0, 0 カ 2
  - dim: slp, -2, 1 カ 1
  - dim: tnm, 8, -3 カ 3
  - dim: mpn, 1, -2 カ 0
  - dim: mts, 2, -1 カ 1
  - dim: rsp, -2, 1 カ -1
  - dim: tsk, 1, 1 カ 1
Equations:
  - q1 mpn rsp -1 power of tsk 1 power of divided by rsp -1 power of tsk -1 power of times kzr times plus equal
  - q2 vrs rsp -1 power of slp 1 power of times equal
  - q3 tnm rsp -1 power of mts 2 power of times rsp -1 power of mts -2 power of divided by kzr times plus equal
  - q4 stn tsk 1 power of mts -1 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: stn, 3, 0 ынкъам 2
  - dim: kzr, 0, 0 ынкъам 0
  - dim: vrs, 0, 0 ынкъам 2
  - dim: slp, -2, 1 ынкъам 1
  - dim: tnm, 8, -3 ынкъам 3
  - dim: mpn, 1, -2 ынкъам 0
  - dim: mts, 2, -1 ынкъам 1
  - dim: rsp, -2, 1 ынкъам -1
  - dim: tsk, 1, 1 ынкъам 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
Dimensionally impossible what?

Base dimensions: mass; chowakil; k’iin.
Dimensions:
  - dim: stn, 3, 0 yéetel 2
  - dim: kzr, 0, 0 yéetel 0
  - dim: vrs, 0, 0 yéetel 2
  - dim: slp, -2, 1 yéetel 1
  - dim: tnm, 8, -3 yéetel 3
  - dim: mpn, 1, -2 yéetel 0
  - dim: mts, 2, -1 yéetel 1
  - dim: rsp, -2, 1 yéetel -1
  - dim: tsk, 1, 1 yéetel 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
Dimensionally impossible what?

Base dimensions: mę̀soʼóna; length; time.
Dimensions:
  - dim: stn, 3, 0 2
  - dim: kzr, 0, 0 0
  - dim: vrs, 0, 0 2
  - dim: slp, -2, 1 1
  - dim: tnm, 8, -3 3
  - dim: mpn, 1, -2 0
  - dim: mts, 2, -1 1
  - dim: rsp, -2, 1 -1
  - dim: tsk, 1, 1 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
Dimensionally impossible híli?

Base dimensions: mass; length; time.
Dimensions:
  - dim: stn, 3, 0 na 2
  - dim: kzr, 0, 0 na 0
  - dim: vrs, 0, 0 na 2
  - dim: slp, -2, 1 na 1
  - dim: tnm, 8, -3 na 3
  - dim: mpn, 1, -2 na 0
  - dim: mts, 2, -1 na 1
  - dim: rsp, -2, 1 na -1
  - dim: tsk, 1, 1 na 1
Equations:
  - q1 mpn rsp -1 power of tsk 1 power of divided by rsp -1 power of tsk -1 power of times kzr times plus equal
  - q2 vrs rsp -1 power of slp 1 power of times equal
  - q3 tnm rsp -1 power of mts 2 power of times rsp -1 power of mts -2 power of divided by kzr times plus equal
  - q4 stn tsk 1 power of mts -1 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; ára.
Dimensions:
  - dim: stn, 3, 0 2
  - dim: kzr, 0, 0 0
  - dim: vrs, 0, 0 2
  - dim: slp, -2, 1 1
  - dim: tnm, 8, -3 3
  - dim: mpn, 1, -2 0
  - dim: mts, 2, -1 1
  - dim: rsp, -2, 1 -1
  - dim: tsk, 1, 1 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
Dimensionally impossible what?

Base dimensions: mass; length; pacha.
Dimensions:
  - dim: stn, 3, 0 2
  - dim: kzr, 0, 0 0
  - dim: vrs, 0, 0 2
  - dim: slp, -2, 1 1
  - dim: tnm, 8, -3 3
  - dim: mpn, 1, -2 0
  - dim: mts, 2, -1 1
  - dim: rsp, -2, 1 -1
  - dim: tsk, 1, 1 1
Equations:
  - q1 mpn rsp -1 power of tsk 1 power of divided by rsp -1 power of tsk -1 power of times kzr times plus equal
  - q2 vrs rsp -1 power of slp 1 power of times equal
  - q3 tnm rsp -1 power of mts 2 power of times rsp -1 power of mts -2 power of divided by kzr times plus equal
  - q4 stn tsk 1 power of mts -1 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; nàa kòo.
Dimensions:
  - dim: stn, 3, 0 ǂʻá 2
  - dim: kzr, 0, 0 ǂʻá 0
  - dim: vrs, 0, 0 ǂʻá 2
  - dim: slp, -2, 1 ǂʻá 1
  - dim: tnm, 8, -3 ǂʻá 3
  - dim: mpn, 1, -2 ǂʻá 0
  - dim: mts, 2, -1 ǂʻá 1
  - dim: rsp, -2, 1 ǂʻá -1
  - dim: tsk, 1, 1 ǂʻá 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
Dimensionally impossible what?

Base dimensions: mass; length; ыр.
Dimensions:
  - dim: stn, 3, 0 2
  - dim: kzr, 0, 0 0
  - dim: vrs, 0, 0 2
  - dim: slp, -2, 1 1
  - dim: tnm, 8, -3 3
  - dim: mpn, 1, -2 0
  - dim: mts, 2, -1 1
  - dim: rsp, -2, 1 -1
  - dim: tsk, 1, 1 1
Equations:
  - q1 mpn rsp -1 power of tsk 1 power of divided by rsp -1 power of tsk -1 power of times kzr times plus equal
  - q2 vrs rsp -1 power of slp 1 power of times equal
  - q3 tnm rsp -1 power of mts 2 power of times rsp -1 power of mts -2 power of divided by kzr times plus equal
  - q4 stn tsk 1 power of mts -1 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: stn, 3, 0 2
  - dim: kzr, 0, 0 0
  - dim: vrs, 0, 0 2
  - dim: slp, -2, 1 1
  - dim: tnm, 8, -3 3
  - dim: mpn, 1, -2 0
  - dim: mts, 2, -1 1
  - dim: rsp, -2, 1 -1
  - dim: tsk, 1, 1 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: stn, 3, 0 2
  - dim: kzr, 0, 0 0
  - dim: vrs, 0, 0 2
  - dim: slp, -2, 1 1
  - dim: tnm, 8, -3 3
  - dim: mpn, 1, -2 0
  - dim: mts, 2, -1 1
  - dim: rsp, -2, 1 -1
  - dim: tsk, 1, 1 1
Equations:
  - q1 mpn rsp -1 power of tsk 1 power of divided by rsp -1 power of tsk -1 power of times kzr times plus equal
  - q2 vrs rsp -1 power of slp 1 power of times equal
  - q3 tnm rsp -1 power of mts 2 power of times rsp -1 power of mts -2 power of divided by kzr times plus equal
  - q4 stn tsk 1 power of mts -1 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: stn, 3, 0 2
  - dim: kzr, 0, 0 0
  - dim: vrs, 0, 0 2
  - dim: slp, -2, 1 1
  - dim: tnm, 8, -3 3
  - dim: mpn, 1, -2 0
  - dim: mts, 2, -1 1
  - dim: rsp, -2, 1 -1
  - dim: tsk, 1, 1 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
Dimensionally impossible what?

Base dimensions: mass; length; kawit.
Dimensions:
  - dim: stn, 3, 0 2
  - dim: kzr, 0, 0 0
  - dim: vrs, 0, 0 2
  - dim: slp, -2, 1 1
  - dim: tnm, 8, -3 3
  - dim: mpn, 1, -2 0
  - dim: mts, 2, -1 1
  - dim: rsp, -2, 1 -1
  - dim: tsk, 1, 1 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
Dimensionally impossible tay?

Base dimensions : masse ; longueur ; temps.
Dimensions :
  - tamisé: stn, 3, 0 et 2
  - tamisé: kzr, 0, 0 et 0
  - tamisé: vrs, 0, 0 et 2
  - tamisé: slp, -2, 1 et 1
  - tamisé: tnm, 8, -3 et 3
  - tamisé: mpn, 1, -2 et 0
  - tamisé: mts, 2, -1 et 1
  - tamisé: rsp, -2, 1 et -1
  - tamisé: tsk, 1, 1 et 1
Équations :
  - q1 mpn égaler à rsp pouvoir de -1 divided par tsk pouvoir de 1 plus rsp pouvoir de -1 fois tsk pouvoir de -1 fois kzr
  - q2 vrs égaler à rsp pouvoir de -1 fois slp pouvoir de 1
  - q3 tnm égaler à rsp pouvoir de -1 fois mts pouvoir de 2 plus rsp pouvoir de -1 divided par mts pouvoir de -2 fois kzr
  - q4 stn égaler à tsk pouvoir de 1 divided par mts pouvoir de -1
Quoi dimensionally impossible ?

Fundo dimensio: amaso; longo; tempo.
Dimensio:
  - dim: stn, 3, 0 kaj 2
  - dim: kzr, 0, 0 kaj 0
  - dim: vrs, 0, 0 kaj 2
  - dim: slp, -2, 1 kaj 1
  - dim: tnm, 8, -3 kaj 3
  - dim: mpn, 1, -2 kaj 0
  - dim: mts, 2, -1 kaj 1
  - dim: rsp, -2, 1 kaj -1
  - dim: tsk, 1, 1 kaj 1
Ekvacio:
  - q1 mpn egali rsp potenco de -1 dividita per tsk potenco de 1 plus rsp potenco de -1 times tsk potenco de -1 times kzr
  - q2 vrs egali rsp potenco de -1 times slp potenco de 1
  - q3 tnm egali rsp potenco de -1 times mts potenco de 2 plus rsp potenco de -1 dividita per mts potenco de -2 times kzr
  - q4 stn egali tsk potenco de 1 dividita per mts potenco de -1
Dimensionally neebla kio?

Base dimensions: tömeg; hossz; idő.
Dimensions:
  - fénytelen: stn, 3, 0 és 2
  - fénytelen: kzr, 0, 0 és 0
  - fénytelen: vrs, 0, 0 és 2
  - fénytelen: slp, -2, 1 és 1
  - fénytelen: tnm, 8, -3 és 3
  - fénytelen: mpn, 1, -2 és 0
  - fénytelen: mts, 2, -1 és 1
  - fénytelen: rsp, -2, 1 és -1
  - fénytelen: tsk, 1, 1 és 1
Egyenletek:
  - q1 mpn egyenlő rsp hatalom of -1 divided által tsk hatalom of 1 meg rsp hatalom of -1 times tsk hatalom of -1 times kzr
  - q2 vrs egyenlő rsp hatalom of -1 times slp hatalom of 1
  - q3 tnm egyenlő rsp hatalom of -1 times mts hatalom of 2 meg rsp hatalom of -1 divided által mts hatalom of -2 times kzr
  - q4 stn egyenlő tsk hatalom of 1 divided által mts hatalom of -1
Dimensionally lehetetlen melyik?

base dimensions:mass; 長度; 時間.
dimensions:
  - dim:stn, 3, 0及2
  - dim:kzr, 0, 0及0
  - dim:vrs, 0, 0及2
  - dim:slp, -2, 1及1
  - dim:tnm, 8, -3及3
  - dim:mpn, 1, -2及0
  - dim:mts, 2, -1及1
  - dim:rsp, -2, 1及-1
  - dim:tsk, 1, 1及1
equations:
  - q1:mpn匹敵rsp電力...嘅-1divided……之前tsk電力...嘅1plusrsp電力...嘅-1timestsk電力...嘅-1timeskzr
  - q2:vrs匹敵rsp電力...嘅-1timesslp電力...嘅1
  - q3:tnm匹敵rsp電力...嘅-1timesmts電力...嘅2plusrsp電力...嘅-1divided……之前mts電力...嘅-2timeskzr
  - q4:stn匹敵tsk電力...嘅1divided……之前mts電力...嘅-1
dimensionally冇可能嘅乜嘢?

Base dimensions: mass; length; time.
Dimensions:
  - dim: stn, 3, 0 とぅ 2
  - dim: kzr, 0, 0 とぅ 0
  - dim: vrs, 0, 0 とぅ 2
  - dim: slp, -2, 1 とぅ 1
  - dim: tnm, 8, -3 とぅ 3
  - dim: mpn, 1, -2 とぅ 0
  - dim: mts, 2, -1 とぅ 1
  - dim: rsp, -2, 1 とぅ -1
  - dim: tsk, 1, 1 とぅ 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
Dimensionally impossible what?

Base dimensions: масса; ұзындық; уақыт.
Dimensions:
  - dim: stn, 3, 0 және 2
  - dim: kzr, 0, 0 және 0
  - dim: vrs, 0, 0 және 2
  - dim: slp, -2, 1 және 1
  - dim: tnm, 8, -3 және 3
  - dim: mpn, 1, -2 және 0
  - dim: mts, 2, -1 және 1
  - dim: rsp, -2, 1 және -1
  - dim: tsk, 1, 1 және 1
Теңдеу:
  - q1 mpn equal rsp билік туралы -1 divided қасында tsk билік туралы 1 plus rsp билік туралы -1 times tsk билік туралы -1 times kzr
  - q2 vrs equal rsp билік туралы -1 times slp билік туралы 1
  - q3 tnm equal rsp билік туралы -1 times mts билік туралы 2 plus rsp билік туралы -1 divided қасында mts билік туралы -2 times kzr
  - q4 stn equal tsk билік туралы 1 divided қасында mts билік туралы -1
Dimensionally impossible не?

בָּסִיס מֵמַד: מַסָּה; length; זְמָן.
מֵמַד:
  - כהה: stn, 3, 0 וְ־ 2
  - כהה: kzr, 0, 0 וְ־ 0
  - כהה: vrs, 0, 0 וְ־ 2
  - כהה: slp, -2, 1 וְ־ 1
  - כהה: tnm, 8, -3 וְ־ 3
  - כהה: mpn, 1, -2 וְ־ 0
  - כהה: mts, 2, -1 וְ־ 1
  - כהה: rsp, -2, 1 וְ־ -1
  - כהה: tsk, 1, 1 וְ־ 1
equations:
  - q1 mpn שָׁוֶה rsp חַשְׁמַל שֶׁל -1 divided על ידי tsk חַשְׁמַל שֶׁל 1 פלוס rsp חַשְׁמַל שֶׁל -1 times tsk חַשְׁמַל שֶׁל -1 times kzr
  - q2 vrs שָׁוֶה rsp חַשְׁמַל שֶׁל -1 times slp חַשְׁמַל שֶׁל 1
  - q3 tnm שָׁוֶה rsp חַשְׁמַל שֶׁל -1 times mts חַשְׁמַל שֶׁל 2 פלוס rsp חַשְׁמַל שֶׁל -1 divided על ידי mts חַשְׁמַל שֶׁל -2 times kzr
  - q4 stn שָׁוֶה tsk חַשְׁמַל שֶׁל 1 divided על ידי mts חַשְׁמַל שֶׁל -1
איזה dimensionally בלתי־אפשרי?

Base dimensions: mass; length; ჟამი.
Dimensions:
  - dim: stn, 3, 0 დო 2
  - dim: kzr, 0, 0 დო 0
  - dim: vrs, 0, 0 დო 2
  - dim: slp, -2, 1 დო 1
  - dim: tnm, 8, -3 დო 3
  - dim: mpn, 1, -2 დო 0
  - dim: mts, 2, -1 დო 1
  - dim: rsp, -2, 1 დო -1
  - dim: tsk, 1, 1 დო 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
Dimensionally impossible what?

Dasar matra-matra: misa; panjang; waktu.
Matra-matra:
  - dim: stn, 3, 0 dan 2
  - dim: kzr, 0, 0 dan 0
  - dim: vrs, 0, 0 dan 2
  - dim: slp, -2, 1 dan 1
  - dim: tnm, 8, -3 dan 3
  - dim: mpn, 1, -2 dan 0
  - dim: mts, 2, -1 dan 1
  - dim: rsp, -2, 1 dan -1
  - dim: tsk, 1, 1 dan 1
Persamaan-persamaan:
  - q1 mpn sederajat rsp kekuasaan dari -1 divided kena tsk kekuasaan dari 1 plus rsp kekuasaan dari -1 kali tsk kekuasaan dari -1 kali kzr
  - q2 vrs sederajat rsp kekuasaan dari -1 kali slp kekuasaan dari 1
  - q3 tnm sederajat rsp kekuasaan dari -1 kali mts kekuasaan dari 2 plus rsp kekuasaan dari -1 divided kena mts kekuasaan dari -2 kali kzr
  - q4 stn sederajat tsk kekuasaan dari 1 divided kena mts kekuasaan dari -1
Dimensionally mustahil apa?

មូលដ្ឋានវិមាត្រ:ម៉ាស; ប្រវែង; កាល.
វិមាត្រ:
  - dim:stn, 3, 0នឹង2
  - dim:kzr, 0, 0នឹង0
  - dim:vrs, 0, 0នឹង2
  - dim:slp, -2, 1នឹង1
  - dim:tnm, 8, -3នឹង3
  - dim:mpn, 1, -2នឹង0
  - dim:mts, 2, -1នឹង1
  - dim:rsp, -2, 1នឹង-1
  - dim:tsk, 1, 1នឹង1
សមីការ:
  - q1:mpnស្មើនឹងrspអំណាចនៃ-1divided bytskអំណាចនៃ1បូកrspអំណាចនៃ-1គុណtskអំណាចនៃ-1គុណkzr
  - q2:vrsស្មើនឹងrspអំណាចនៃ-1គុណslpអំណាចនៃ1
  - q3:tnmស្មើនឹងrspអំណាចនៃ-1គុណmtsអំណាចនៃ2បូកrspអំណាចនៃ-1divided bymtsអំណាចនៃ-2គុណkzr
  - q4:stnស្មើនឹងtskអំណាចនៃ1divided bymtsអំណាចនៃ-1
dimensionallyមិនអាចទៅរួចអី?

base dimensions:ມວນ; ຄວາມຍາວ; ເວລາ.
dimensions:
  - dim:stn, 3, 0ແລະ2
  - dim:kzr, 0, 0ແລະ0
  - dim:vrs, 0, 0ແລະ2
  - dim:slp, -2, 1ແລະ1
  - dim:tnm, 8, -3ແລະ3
  - dim:mpn, 1, -2ແລະ0
  - dim:mts, 2, -1ແລະ1
  - dim:rsp, -2, 1ແລະ-1
  - dim:tsk, 1, 1ແລະ1
ສົມຜົນ:
  - q1:mpnequalrspອາຍາຂອງ-1divided bytskອາຍາຂອງ1plusrspອາຍາຂອງ-1timestskອາຍາຂອງ-1timeskzr
  - q2:vrsequalrspອາຍາຂອງ-1timesslpອາຍາຂອງ1
  - q3:tnmequalrspອາຍາຂອງ-1timesmtsອາຍາຂອງ2plusrspອາຍາຂອງ-1divided bymtsອາຍາຂອງ-2timeskzr
  - q4:stnequaltskອາຍາຂອງ1divided bymtsອາຍາຂອງ-1
dimensionally impossibleຫຍັງ?

base dimensions: mass; పొడవు; సంఘటన.
dimensions:
  - మసక: stn, 3, 0 మరియు 2
  - మసక: kzr, 0, 0 మరియు 0
  - మసక: vrs, 0, 0 మరియు 2
  - మసక: slp, -2, 1 మరియు 1
  - మసక: tnm, 8, -3 మరియు 3
  - మసక: mpn, 1, -2 మరియు 0
  - మసక: mts, 2, -1 మరియు 1
  - మసక: rsp, -2, 1 మరియు -1
  - మసక: tsk, 1, 1 మరియు 1
equations:
  - q1 mpn rsp -1 పలుకుబడి of tsk 1 పలుకుబడి of divided by rsp -1 పలుకుబడి of tsk -1 పలుకుబడి of times kzr times plus equal
  - q2 vrs rsp -1 పలుకుబడి of slp 1 పలుకుబడి of times equal
  - q3 tnm rsp -1 పలుకుబడి of mts 2 పలుకుబడి of times rsp -1 పలుకుబడి of mts -2 పలుకుబడి of divided by kzr times plus equal
  - q4 stn tsk 1 పలుకుబడి of mts -1 పలుకుబడి of divided by equal
dimensionally impossible ఏమిటి?

Base dimensions: mass; length; ìgbà.
Dimensions:
  - dim: stn, 3, 0 2
  - dim: kzr, 0, 0 0
  - dim: vrs, 0, 0 2
  - dim: slp, -2, 1 1
  - dim: tnm, 8, -3 3
  - dim: mpn, 1, -2 0
  - dim: mts, 2, -1 1
  - dim: rsp, -2, 1 -1
  - dim: tsk, 1, 1 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
What dimensionally impossible?

Base dimensions: mass; length; time.
Dimensions:
  - dim: stn, 3, 0 2
  - dim: kzr, 0, 0 0
  - dim: vrs, 0, 0 2
  - dim: slp, -2, 1 1
  - dim: tnm, 8, -3 3
  - dim: mpn, 1, -2 0
  - dim: mts, 2, -1 1
  - dim: rsp, -2, 1 -1
  - dim: tsk, 1, 1 1
Equations:
  - q1 mpn rsp -1 power of tsk 1 power of divided by rsp -1 power of tsk -1 power of times kzr times plus equal
  - q2 vrs rsp -1 power of slp 1 power of times equal
  - q3 tnm rsp -1 power of mts 2 power of times rsp -1 power of mts -2 power of divided by kzr times plus equal
  - q4 stn tsk 1 power of mts -1 power of divided by equal
Dimensionally impossible what?

base dimensions: mass; length; time.
dimensions:
  - dim: stn, 3, 0 2
  - dim: kzr, 0, 0 0
  - dim: vrs, 0, 0 2
  - dim: slp, -2, 1 1
  - dim: tnm, 8, -3 3
  - dim: mpn, 1, -2 0
  - dim: mts, 2, -1 1
  - dim: rsp, -2, 1 -1
  - dim: tsk, 1, 1 1
equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
dimensionally impossible what?

Base dimensions: mass; langa; time.
Dimensions:
  - dim: stn, 3, 0 2
  - dim: kzr, 0, 0 0
  - dim: vrs, 0, 0 2
  - dim: slp, -2, 1 1
  - dim: tnm, 8, -3 3
  - dim: mpn, 1, -2 0
  - dim: mts, 2, -1 1
  - dim: rsp, -2, 1 -1
  - dim: tsk, 1, 1 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: stn, 3, 0 2
  - dim: kzr, 0, 0 0
  - dim: vrs, 0, 0 2
  - dim: slp, -2, 1 1
  - dim: tnm, 8, -3 3
  - dim: mpn, 1, -2 0
  - dim: mts, 2, -1 1
  - dim: rsp, -2, 1 -1
  - dim: tsk, 1, 1 1
Equations:
  - q1 mpn equal rsp power of -1 divided by tsk power of 1 plus rsp power of -1 times tsk power of -1 times kzr
  - q2 vrs equal rsp power of -1 times slp power of 1
  - q3 tnm equal rsp power of -1 times mts power of 2 plus rsp power of -1 divided by mts power of -2 times kzr
  - q4 stn equal tsk power of 1 divided by mts power of -1
Dimensionally impossible what?

Base dimensions: mass; length; вахт.
Dimensions:
  - dim: stn, 3, 0 2
  - dim: kzr, 0, 0 0
  - dim: vrs, 0, 0 2
  - dim: slp, -2, 1 1
  - dim: tnm, 8, -3 3
  - dim: mpn, 1, -2 0
  - dim: mts, 2, -1 1
  - dim: rsp, -2, 1 -1
  - dim: tsk, 1, 1 1
Equations:
  - q1 mpn rsp -1 power of tsk 1 power of divided by rsp -1 power of tsk -1 power of times kzr times plus equal
  - q2 vrs rsp -1 power of slp 1 power of times equal
  - q3 tnm rsp -1 power of mts 2 power of times rsp -1 power of mts -2 power of divided by kzr times plus equal
  - q4 stn tsk 1 power of mts -1 power of divided by equal
Dimensionally impossible вуч?

Base dimensions: mass; length; time.
Dimensions:
  - dim: trk, 1, 3 and 1
  - dim: vnl, 0, 2 and 2
  - dim: mtr, 0, 0 and 0
  - dim: mnk, -1, 1 and 0
  - dim: vnm, -1, -1 and -2
  - dim: klr, 1, 1 and -1
  - dim: zsp, 3, 1 and -4
  - dim: pkp, 3, 0 and 0
  - dim: ztt, -2, 1 and -1
Equations:
  - q1 trk equals vnl to the power 1 times klr to the power 1
  - q2 pkp equals klr to the power 1 divided by ztt to the power 1 plus klr to the power 1 times ztt to the power -1 times mtr
  - q3 mnk equals vnm to the power 1 times vnl to the power 1
  - q4 zsp equals vnm to the power 1 times klr to the power 2 plus vnm to the power 1 divided by klr to the power -2 times mtr
What is the dimensionally impossible?

Las dimensiones básicas son: masa; longitud; tiempo.
Las dimensiones son:
  - las dimensiones de: trk, 1, 3 y 1
  - las dimensiones de: vnl, 0, 2 y 2
  - las dimensiones de: mtr, 0, 0 y 0
  - las dimensiones de: mnk, -1, 1 y 0
  - las dimensiones de: vnm, -1, -1 y -2
  - las dimensiones de: klr, 1, 1 y -1
  - las dimensiones de: zsp, 3, 1 y -4
  - las dimensiones de: pkp, 3, 0 y 0
  - las dimensiones de: ztt, -2, 1 y -1
Las ecuaciones son:
  - q1: trk es igual a vnl elevado a 1 por klr elevado a 1
  - q2: pkp es igual a klr elevado a 1 dividido por ztt elevado a 1 más klr elevado a 1 por ztt elevado a -1 por mtr
  - q3: mnk es igual a vnm elevado a 1 por vnl elevado a 1
  - q4: zsp es igual a vnm elevado a 1 por klr elevado a 2 más vnm elevado a 1 dividido por klr elevado a -2 por mtr
¿Qué dimensionally impossible?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：trk、1、3和1
  - 的量纲是：vnl、0、2和2
  - 的量纲是：mtr、0、0和0
  - 的量纲是：mnk、-1、1和0
  - 的量纲是：vnm、-1、-1和-2
  - 的量纲是：klr、1、1和-1
  - 的量纲是：zsp、3、1和-4
  - 的量纲是：pkp、3、0和0
  - 的量纲是：ztt、-2、1和-1
方程如下：q1：trk等于vnl的次方是1乘以klr的次方是1；q2：pkp等于klr的次方是1除以ztt的次方是1加klr的次方是1乘以ztt的次方是-1乘以mtr；q3：mnk等于vnm的次方是1乘以vnl的次方是1；q4：zsp等于vnm的次方是1乘以klr的次方是2加vnm的次方是1除以klr的次方是-2乘以mtr。
dimensionally impossible什么？

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: trk, 1, 3 ve 1
  - dim: vnl, 0, 2 ve 2
  - dim: mtr, 0, 0 ve 0
  - dim: mnk, -1, 1 ve 0
  - dim: vnm, -1, -1 ve -2
  - dim: klr, 1, 1 ve -1
  - dim: zsp, 3, 1 ve -4
  - dim: pkp, 3, 0 ve 0
  - dim: ztt, -2, 1 ve -1
Equations:
  - q1: trk vnl 1 power klr 1 power çarpı eşittir
  - q2: pkp klr 1 power ztt 1 power bölü klr 1 power ztt -1 power çarpı mtr çarpı artı eşittir
  - q3: mnk vnm 1 power vnl 1 power çarpı eşittir
  - q4: zsp vnm 1 power klr 2 power çarpı vnm 1 power klr -2 power bölü mtr çarpı artı eşittir
Dimensionally impossible ne?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: trk, 1, 3 na 1
  - dim: vnl, 0, 2 na 2
  - dim: mtr, 0, 0 na 0
  - dim: mnk, -1, 1 na 0
  - dim: vnm, -1, -1 na -2
  - dim: klr, 1, 1 na -1
  - dim: zsp, 3, 1 na -4
  - dim: pkp, 3, 0 na 0
  - dim: ztt, -2, 1 na -1
Equations:
  - q1: trk ni sawa na vnl power ya 1 times klr power ya 1
  - q2: pkp ni sawa na klr power ya 1 divided by ztt power ya 1 plus klr power ya 1 times ztt power ya -1 times mtr
  - q3: mnk ni sawa na vnm power ya 1 times vnl power ya 1
  - q4: zsp ni sawa na vnm power ya 1 times klr power ya 2 plus vnm power ya 1 divided by klr power ya -2 times mtr
Dimensionally impossible nini?

Base dimensions: mass; length; time.
Dimensions:
  - dim: trk, 1, 3 and 1
  - dim: vnl, 0, 2 and 2
  - dim: mtr, 0, 0 and 0
  - dim: mnk, -1, 1 and 0
  - dim: vnm, -1, -1 and -2
  - dim: klr, 1, 1 and -1
  - dim: zsp, 3, 1 and -4
  - dim: pkp, 3, 0 and 0
  - dim: ztt, -2, 1 and -1
Equations:
  - q1 trk equals vnl to the power 1 times klr to the power 1
  - q2 pkp equals klr to the power 1 divided by ztt to the power 1 plus klr to the power 1 times ztt to the power -1 times mtr
  - q3 mnk equals vnm to the power 1 times vnl to the power 1
  - q4 zsp equals vnm to the power 1 times klr to the power 2 plus vnm to the power 1 divided by klr to the power -2 times mtr
What is the dimensionally impossible?

{base_dimensions: [mass length time], dimensions: [(dim trk 1 3 1) (dim vnl 0 2 2) (dim mtr 0 0 0) (dim mnk -1 1 0) (dim vnm -1 -1 -2) (dim klr 1 1 -1) (dim zsp 3 1 -4) (dim pkp 3 0 0) (dim ztt -2 1 -1)], equations: [(equation q1 (eq trk (mul (pow vnl 1) (pow klr 1)))) (equation q2 (eq pkp (add (div (pow klr 1) (pow ztt 1)) (mul (mul (pow klr 1) (pow ztt -1)) mtr)))) (equation q3 (eq mnk (mul (pow vnm 1) (pow vnl 1)))) (equation q4 (eq zsp (add (mul (pow vnm 1) (pow klr 2)) (mul (div (pow vnm 1) (pow klr -2)) mtr))))], query: dimensionally_impossible}

Basis Dimensionen: Masse; Länge; Zeit.
Dimensionen:
  - dämmerig: trk, 1, 3 und 1
  - dämmerig: vnl, 0, 2 und 2
  - dämmerig: mtr, 0, 0 und 0
  - dämmerig: mnk, -1, 1 und 0
  - dämmerig: vnm, -1, -1 und -2
  - dämmerig: klr, 1, 1 und -1
  - dämmerig: zsp, 3, 1 und -4
  - dämmerig: pkp, 3, 0 und 0
  - dämmerig: ztt, -2, 1 und -1
Gleichungen:
  - q1 trk gleichen vnl Macht aus 1 mal klr Macht aus 1
  - q2 pkp gleichen klr Macht aus 1 geteilt mit ztt Macht aus 1 plus klr Macht aus 1 mal ztt Macht aus -1 mal mtr
  - q3 mnk gleichen vnm Macht aus 1 mal vnl Macht aus 1
  - q4 zsp gleichen vnm Macht aus 1 mal klr Macht aus 2 plus vnm Macht aus 1 geteilt mit klr Macht aus -2 mal mtr
Was dimensionally unmöglich?

Base dimensions: маса; дужина; вре́ме.
Dimensions:
  - dim: trk, 1, 3 и 1
  - dim: vnl, 0, 2 и 2
  - dim: mtr, 0, 0 и 0
  - dim: mnk, -1, 1 и 0
  - dim: vnm, -1, -1 и -2
  - dim: klr, 1, 1 и -1
  - dim: zsp, 3, 1 и -4
  - dim: pkp, 3, 0 и 0
  - dim: ztt, -2, 1 и -1
Једна̀чина:
  - q1 trk је̏дна̄к vnl вла̑ст od 1 times klr вла̑ст od 1
  - q2 pkp је̏дна̄к klr вла̑ст od 1 divided by ztt вла̑ст od 1 plus klr вла̑ст od 1 times ztt вла̑ст od -1 times mtr
  - q3 mnk је̏дна̄к vnm вла̑ст od 1 times vnl вла̑ст od 1
  - q4 zsp је̏дна̄к vnm вла̑ст od 1 times klr вла̑ст od 2 plus vnm вла̑ст od 1 divided by klr вла̑ст od -2 times mtr
Dimensionally немогућ kakav?

Perustus mitat: massa; pituus; aika.
Mitat:
  - himmeä: trk, 1, 3 ja 1
  - himmeä: vnl, 0, 2 ja 2
  - himmeä: mtr, 0, 0 ja 0
  - himmeä: mnk, -1, 1 ja 0
  - himmeä: vnm, -1, -1 ja -2
  - himmeä: klr, 1, 1 ja -1
  - himmeä: zsp, 3, 1 ja -4
  - himmeä: pkp, 3, 0 ja 0
  - himmeä: ztt, -2, 1 ja -1
Yhtälöt:
  - q1 trk sama vnl valta vaille 1 kertaa klr valta vaille 1
  - q2 pkp sama klr valta vaille 1 jaettu kautta ztt valta vaille 1 plus klr valta vaille 1 kertaa ztt valta vaille -1 kertaa mtr
  - q3 mnk sama vnm valta vaille 1 kertaa vnl valta vaille 1
  - q4 zsp sama vnm valta vaille 1 kertaa klr valta vaille 2 plus vnm valta vaille 1 jaettu kautta klr valta vaille -2 kertaa mtr
Mikä dimensionally mahdoton?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：trk、1、3和1
  - 的量纲是：vnl、0、2和2
  - 的量纲是：mtr、0、0和0
  - 的量纲是：mnk、-1、1和0
  - 的量纲是：vnm、-1、-1和-2
  - 的量纲是：klr、1、1和-1
  - 的量纲是：zsp、3、1和-4
  - 的量纲是：pkp、3、0和0
  - 的量纲是：ztt、-2、1和-1
方程如下：q1：trk等于vnl的次方是1乘以klr的次方是1；q2：pkp等于klr的次方是1除以ztt的次方是1加klr的次方是1乘以ztt的次方是-1乘以mtr；q3：mnk等于vnm的次方是1乘以vnl的次方是1；q4：zsp等于vnm的次方是1乘以klr的次方是2加vnm的次方是1除以klr的次方是-2乘以mtr。
dimensionally impossible什么？

基礎面積:質量; 長さ; 時間.
面積:
  - 薄暗い:trk, 1, 3と1
  - 薄暗い:vnl, 0, 2と2
  - 薄暗い:mtr, 0, 0と0
  - 薄暗い:mnk, -1, 1と0
  - 薄暗い:vnm, -1, -1と-2
  - 薄暗い:klr, 1, 1と-1
  - 薄暗い:zsp, 3, 1と-4
  - 薄暗い:pkp, 3, 0と0
  - 薄暗い:ztt, -2, 1と-1
方程式:q1:trkvnl1力の中のklr1力の中の掛ける等しい; q2:pkpklr1力の中のztt1力の中の分かれた…でklr1力の中のztt-1力の中の掛けるmtr掛ける足す等しい; q3:mnkvnm1力の中のvnl1力の中の掛ける等しい; q4:zspvnm1力の中のklr2力の中の掛けるvnm1力の中のklr-2力の中の分かれた…でmtr掛ける足す等しい.
dimensionally不可能な何と?

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: trk, 1, 3 ve 1
  - dim: vnl, 0, 2 ve 2
  - dim: mtr, 0, 0 ve 0
  - dim: mnk, -1, 1 ve 0
  - dim: vnm, -1, -1 ve -2
  - dim: klr, 1, 1 ve -1
  - dim: zsp, 3, 1 ve -4
  - dim: pkp, 3, 0 ve 0
  - dim: ztt, -2, 1 ve -1
Equations:
  - q1: trk vnl 1 power klr 1 power çarpı eşittir
  - q2: pkp klr 1 power ztt 1 power bölü klr 1 power ztt -1 power çarpı mtr çarpı artı eşittir
  - q3: mnk vnm 1 power vnl 1 power çarpı eşittir
  - q4: zsp vnm 1 power klr 2 power çarpı vnm 1 power klr -2 power bölü mtr çarpı artı eşittir
Dimensionally impossible ne?

أَسَاس بُعْد: كُتْلَة؛ طُول؛ زَمَان.
بُعْد:
  - dim: trk، 1، 3 وَـ 1
  - dim: vnl، 0، 2 وَـ 2
  - dim: mtr، 0، 0 وَـ 0
  - dim: mnk، -1، 1 وَـ 0
  - dim: vnm، -1، -1 وَـ -2
  - dim: klr، 1، 1 وَـ -1
  - dim: zsp، 3، 1 وَـ -4
  - dim: pkp، 3، 0 وَـ 0
  - dim: ztt، -2، 1 وَـ -1
مُعَادَلَة:
  - q1 equal trk فِي قُوَّة مِنْ vnl 1 قُوَّة مِنْ klr 1
  - q2 equal pkp زَائِد divided بِـ قُوَّة مِنْ klr 1 قُوَّة مِنْ ztt 1 فِي فِي قُوَّة مِنْ klr 1 قُوَّة مِنْ ztt -1 mtr
  - q3 equal mnk فِي قُوَّة مِنْ vnm 1 قُوَّة مِنْ vnl 1
  - q4 equal zsp زَائِد فِي قُوَّة مِنْ vnm 1 قُوَّة مِنْ klr 2 فِي divided بِـ قُوَّة مِنْ vnm 1 قُوَّة مِنْ klr -2 mtr
dimensionally مُسْتَحِيل مَاذَا؟

Საფუძველი სიდიდეები: მასა; length; დრო.
Სიდიდეები:
  - dim: trk, 1, 3 და 1
  - dim: vnl, 0, 2 და 2
  - dim: mtr, 0, 0 და 0
  - dim: mnk, -1, 1 და 0
  - dim: vnm, -1, -1 და -2
  - dim: klr, 1, 1 და -1
  - dim: zsp, 3, 1 და -4
  - dim: pkp, 3, 0 და 0
  - dim: ztt, -2, 1 და -1
Equations:
  - q1 trk vnl 1 ძალაუფლება of klr 1 ძალაუფლება of times თანასწორი
  - q2 pkp klr 1 ძალაუფლება of ztt 1 ძალაუფლება of divided by klr 1 ძალაუფლება of ztt -1 ძალაუფლება of times mtr times plus თანასწორი
  - q3 mnk vnm 1 ძალაუფლება of vnl 1 ძალაუფლება of times თანასწორი
  - q4 zsp vnm 1 ძალაუფლება of klr 2 ძალაუფლება of times vnm 1 ძალაუფლება of klr -2 ძალაუფლება of divided by mtr times plus თანასწორი
Dimensionally შეუძლებელი რა?

Base dimensions: papatipu; roa; wā.
Dimensions:
  - pongipongi: trk, 1, 3 me 1
  - pongipongi: vnl, 0, 2 me 2
  - pongipongi: mtr, 0, 0 me 0
  - pongipongi: mnk, -1, 1 me 0
  - pongipongi: vnm, -1, -1 me -2
  - pongipongi: klr, 1, 1 me -1
  - pongipongi: zsp, 3, 1 me -4
  - pongipongi: pkp, 3, 0 me 0
  - pongipongi: ztt, -2, 1 me -1
Equations:
  - q1 equal trk times awenga o vnl 1 awenga o klr 1
  - q2 equal pkp ngahoro divided nā awenga o klr 1 awenga o ztt 1 times times awenga o klr 1 awenga o ztt -1 mtr
  - q3 equal mnk times awenga o vnm 1 awenga o vnl 1
  - q4 equal zsp ngahoro times awenga o vnm 1 awenga o klr 2 times divided nā awenga o vnm 1 awenga o klr -2 mtr
Dimensionally tē-taea unutai?

Bazơ chiều: khối lượng; chiều dài; thời gian.
Chiều:
  - mờ: trk, 1, 3 và 1
  - mờ: vnl, 0, 2 và 2
  - mờ: mtr, 0, 0 và 0
  - mờ: mnk, -1, 1 và 0
  - mờ: vnm, -1, -1 và -2
  - mờ: klr, 1, 1 và -1
  - mờ: zsp, 3, 1 và -4
  - mờ: pkp, 3, 0 và 0
  - mờ: ztt, -2, 1 và -1
Phương trình:
  - q1 trk equal vnl quyền lực bằng 1 nhân klr quyền lực bằng 1
  - q2 pkp equal klr quyền lực bằng 1 divided bằng cách ztt quyền lực bằng 1 cộng klr quyền lực bằng 1 nhân ztt quyền lực bằng -1 nhân mtr
  - q3 mnk equal vnm quyền lực bằng 1 nhân vnl quyền lực bằng 1
  - q4 zsp equal vnm quyền lực bằng 1 nhân klr quyền lực bằng 2 cộng vnm quyền lực bằng 1 divided bằng cách klr quyền lực bằng -2 nhân mtr
Dimensionally không thể gì?

ฐานมิติ:มวล; ความยาว; เวลา.
มิติ:
  - มัว:trk, 1, 3และ1
  - มัว:vnl, 0, 2และ2
  - มัว:mtr, 0, 0และ0
  - มัว:mnk, -1, 1และ0
  - มัว:vnm, -1, -1และ-2
  - มัว:klr, 1, 1และ-1
  - มัว:zsp, 3, 1และ-4
  - มัว:pkp, 3, 0และ0
  - มัว:ztt, -2, 1และ-1
สมการ:
  - q1:trkเท่ากับvnlอำนาจของ1คูณklrอำนาจของ1
  - q2:pkpเท่ากับklrอำนาจของ1dividedโดยzttอำนาจของ1บวกklrอำนาจของ1คูณzttอำนาจของ-1คูณmtr
  - q3:mnkเท่ากับvnmอำนาจของ1คูณvnlอำนาจของ1
  - q4:zspเท่ากับvnmอำนาจของ1คูณklrอำนาจของ2บวกvnmอำนาจของ1dividedโดยklrอำนาจของ-2คูณmtr
dimensionallyเป็นไปไม่ได้อะไร?

base dimensions: mass; நீளம்; நேரம்.
dimensions:
  - மங்கலான: trk, 1, 3 மற்றும் 1
  - மங்கலான: vnl, 0, 2 மற்றும் 2
  - மங்கலான: mtr, 0, 0 மற்றும் 0
  - மங்கலான: mnk, -1, 1 மற்றும் 0
  - மங்கலான: vnm, -1, -1 மற்றும் -2
  - மங்கலான: klr, 1, 1 மற்றும் -1
  - மங்கலான: zsp, 3, 1 மற்றும் -4
  - மங்கலான: pkp, 3, 0 மற்றும் 0
  - மங்கலான: ztt, -2, 1 மற்றும் -1
சமன்பாடு:
  - q1 trk vnl 1 கரண்ட் கொண்ட klr 1 கரண்ட் கொண்ட times equal
  - q2 pkp klr 1 கரண்ட் கொண்ட ztt 1 கரண்ட் கொண்ட divided by klr 1 கரண்ட் கொண்ட ztt -1 கரண்ட் கொண்ட times mtr times plus equal
  - q3 mnk vnm 1 கரண்ட் கொண்ட vnl 1 கரண்ட் கொண்ட times equal
  - q4 zsp vnm 1 கரண்ட் கொண்ட klr 2 கரண்ட் கொண்ட times vnm 1 கரண்ட் கொண்ட klr -2 கரண்ட் கொண்ட divided by mtr times plus equal
dimensionally impossible என்ன?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: trk, 1, 3 na 1
  - dim: vnl, 0, 2 na 2
  - dim: mtr, 0, 0 na 0
  - dim: mnk, -1, 1 na 0
  - dim: vnm, -1, -1 na -2
  - dim: klr, 1, 1 na -1
  - dim: zsp, 3, 1 na -4
  - dim: pkp, 3, 0 na 0
  - dim: ztt, -2, 1 na -1
Equations:
  - q1: trk ni sawa na vnl power ya 1 times klr power ya 1
  - q2: pkp ni sawa na klr power ya 1 divided by ztt power ya 1 plus klr power ya 1 times ztt power ya -1 times mtr
  - q3: mnk ni sawa na vnm power ya 1 times vnl power ya 1
  - q4: zsp ni sawa na vnm power ya 1 times klr power ya 2 plus vnm power ya 1 divided by klr power ya -2 times mtr
Dimensionally impossible nini?

Base dimensions: mass; nineezgo; ookił.
Dimensions:
  - dim: trk, 1, 3 dóó 1
  - dim: vnl, 0, 2 dóó 2
  - dim: mtr, 0, 0 dóó 0
  - dim: mnk, -1, 1 dóó 0
  - dim: vnm, -1, -1 dóó -2
  - dim: klr, 1, 1 dóó -1
  - dim: zsp, 3, 1 dóó -4
  - dim: pkp, 3, 0 dóó 0
  - dim: ztt, -2, 1 dóó -1
Equations:
  - q1 trk vnl 1 power of klr 1 power of ahą́ą́h nániilyá equal
  - q2 pkp klr 1 power of ztt 1 power of divided by klr 1 power of ztt -1 power of ahą́ą́h nániilyá mtr ahą́ą́h nániilyá plus equal
  - q3 mnk vnm 1 power of vnl 1 power of ahą́ą́h nániilyá equal
  - q4 zsp vnm 1 power of klr 2 power of ahą́ą́h nániilyá vnm 1 power of klr -2 power of divided by mtr ahą́ą́h nániilyá plus equal
Dimensionally impossible haʼátʼíísh?

Base dimensions: mass; length; piffissaq.
Dimensions:
  - dim: trk, 1, 3 aamma 1
  - dim: vnl, 0, 2 aamma 2
  - dim: mtr, 0, 0 aamma 0
  - dim: mnk, -1, 1 aamma 0
  - dim: vnm, -1, -1 aamma -2
  - dim: klr, 1, 1 aamma -1
  - dim: zsp, 3, 1 aamma -4
  - dim: pkp, 3, 0 aamma 0
  - dim: ztt, -2, 1 aamma -1
Assigiissitaq:
  - q1 trk vnl 1 power of klr 1 power of times equal
  - q2 pkp klr 1 power of ztt 1 power of divided by klr 1 power of ztt -1 power of times mtr times plus equal
  - q3 mnk vnm 1 power of vnl 1 power of times equal
  - q4 zsp vnm 1 power of klr 2 power of times vnm 1 power of klr -2 power of divided by mtr times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; taim.
Dimensions:
  - dim: trk, 1, 3 na 1
  - dim: vnl, 0, 2 na 2
  - dim: mtr, 0, 0 na 0
  - dim: mnk, -1, 1 na 0
  - dim: vnm, -1, -1 na -2
  - dim: klr, 1, 1 na -1
  - dim: zsp, 3, 1 na -4
  - dim: pkp, 3, 0 na 0
  - dim: ztt, -2, 1 na -1
Equations:
  - q1 trk equal vnl power bilong 1 times klr power bilong 1
  - q2 pkp equal klr power bilong 1 divided by ztt power bilong 1 plus klr power bilong 1 times ztt power bilong -1 times mtr
  - q3 mnk equal vnm power bilong 1 times vnl power bilong 1
  - q4 zsp equal vnm power bilong 1 times klr power bilong 2 plus vnm power bilong 1 divided by klr power bilong -2 times mtr
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: trk, 1, 3 1
  - dim: vnl, 0, 2 2
  - dim: mtr, 0, 0 0
  - dim: mnk, -1, 1 0
  - dim: vnm, -1, -1 -2
  - dim: klr, 1, 1 -1
  - dim: zsp, 3, 1 -4
  - dim: pkp, 3, 0 0
  - dim: ztt, -2, 1 -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
Dimensionally impossible kwèch?

Base dimensions: mass; length; ха.
Dimensions:
  - dim: trk, 1, 3 а 1
  - dim: vnl, 0, 2 а 2
  - dim: mtr, 0, 0 а 0
  - dim: mnk, -1, 1 а 0
  - dim: vnm, -1, -1 а -2
  - dim: klr, 1, 1 а -1
  - dim: zsp, 3, 1 а -4
  - dim: pkp, 3, 0 а 0
  - dim: ztt, -2, 1 а -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
Dimensionally impossible фу?

기초 치수: 질량; 길이; 시간.
치수:
  - dim: trk, 1, 3 1
  - dim: vnl, 0, 2 2
  - dim: mtr, 0, 0 0
  - dim: mnk, -1, 1 0
  - dim: vnm, -1, -1 -2
  - dim: klr, 1, 1 -1
  - dim: zsp, 3, 1 -4
  - dim: pkp, 3, 0 0
  - dim: ztt, -2, 1 -1
방정식:
  - q1 trk vnl 1 힘 ...의 klr 1 힘 ...의 곱하기 같다
  - q2 pkp klr 1 힘 ...의 ztt 1 힘 ...의 divided ...로써 klr 1 힘 ...의 ztt -1 힘 ...의 곱하기 mtr 곱하기 더하기 같다
  - q3 mnk vnm 1 힘 ...의 vnl 1 힘 ...의 곱하기 같다
  - q4 zsp vnm 1 힘 ...의 klr 2 힘 ...의 곱하기 vnm 1 힘 ...의 klr -2 힘 ...의 divided ...로써 mtr 곱하기 더하기 같다
dimensionally 불가능하다 무엇?

Base dimensions: masa; length; denbora.
Dimensions:
  - dim: trk, 1, 3 eta 1
  - dim: vnl, 0, 2 eta 2
  - dim: mtr, 0, 0 eta 0
  - dim: mnk, -1, 1 eta 0
  - dim: vnm, -1, -1 eta -2
  - dim: klr, 1, 1 eta -1
  - dim: zsp, 3, 1 eta -4
  - dim: pkp, 3, 0 eta 0
  - dim: ztt, -2, 1 eta -1
Ekuazio:
  - q1 trk vnl 1 power of klr 1 power of bider berdin
  - q2 pkp klr 1 power of ztt 1 power of divided by klr 1 power of ztt -1 power of bider mtr bider gehi berdin
  - q3 mnk vnm 1 power of vnl 1 power of bider berdin
  - q4 zsp vnm 1 power of klr 2 power of bider vnm 1 power of klr -2 power of divided by mtr bider gehi berdin
Dimensionally impossible zer?

Base dimensions: mass; ᏂᎦᏅᎯᏒ; ᎠᎵᏱᎵᏒ.
ᏂᎦᏅᎯᏒ:
  - dim: trk, 1, 3 ᎠᎴ 1
  - dim: vnl, 0, 2 ᎠᎴ 2
  - dim: mtr, 0, 0 ᎠᎴ 0
  - dim: mnk, -1, 1 ᎠᎴ 0
  - dim: vnm, -1, -1 ᎠᎴ -2
  - dim: klr, 1, 1 ᎠᎴ -1
  - dim: zsp, 3, 1 ᎠᎴ -4
  - dim: pkp, 3, 0 ᎠᎴ 0
  - dim: ztt, -2, 1 ᎠᎴ -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
What dimensionally impossible?

Base dimensions: mass; karu kay; pacha.
Dimensions:
  - dim: trk, 1, 3 1
  - dim: vnl, 0, 2 2
  - dim: mtr, 0, 0 0
  - dim: mnk, -1, 1 0
  - dim: vnm, -1, -1 -2
  - dim: klr, 1, 1 -1
  - dim: zsp, 3, 1 -4
  - dim: pkp, 3, 0 0
  - dim: ztt, -2, 1 -1
Paqtachani:
  - q1 trk paqta vnl power of 1 times klr power of 1
  - q2 pkp paqta klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk paqta vnm power of 1 times vnl power of 1
  - q4 zsp paqta vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
Dimensionally impossible what?

Base dimensions: mass; length; гъо.
Dimensions:
  - dim: trk, 1, 3 ыкӏи 1
  - dim: vnl, 0, 2 ыкӏи 2
  - dim: mtr, 0, 0 ыкӏи 0
  - dim: mnk, -1, 1 ыкӏи 0
  - dim: vnm, -1, -1 ыкӏи -2
  - dim: klr, 1, 1 ыкӏи -1
  - dim: zsp, 3, 1 ыкӏи -4
  - dim: pkp, 3, 0 ыкӏи 0
  - dim: ztt, -2, 1 ыкӏи -1
Equations:
  - q1 trk vnl 1 power of klr 1 power of times equal
  - q2 pkp klr 1 power of ztt 1 power of divided by klr 1 power of ztt -1 power of times mtr times plus equal
  - q3 mnk vnm 1 power of vnl 1 power of times equal
  - q4 zsp vnm 1 power of klr 2 power of times vnm 1 power of klr -2 power of divided by mtr times plus equal
Dimensionally impossible сыд?

Base dimensions: mass; length; sijhawm.
Dimensions:
  - dim: trk, 1, 3 thiab 1
  - dim: vnl, 0, 2 thiab 2
  - dim: mtr, 0, 0 thiab 0
  - dim: mnk, -1, 1 thiab 0
  - dim: vnm, -1, -1 thiab -2
  - dim: klr, 1, 1 thiab -1
  - dim: zsp, 3, 1 thiab -4
  - dim: pkp, 3, 0 thiab 0
  - dim: ztt, -2, 1 thiab -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: trk, 1, 3 1
  - dim: vnl, 0, 2 2
  - dim: mtr, 0, 0 0
  - dim: mnk, -1, 1 0
  - dim: vnm, -1, -1 -2
  - dim: klr, 1, 1 -1
  - dim: zsp, 3, 1 -4
  - dim: pkp, 3, 0 0
  - dim: ztt, -2, 1 -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
Dimensionally impossible ining-jak?

Base dimensions: mass; length; time.
Dimensions:
  - dim: trk, 1, 3 micha' 1
  - dim: vnl, 0, 2 micha' 2
  - dim: mtr, 0, 0 micha' 0
  - dim: mnk, -1, 1 micha' 0
  - dim: vnm, -1, -1 micha' -2
  - dim: klr, 1, 1 micha' -1
  - dim: zsp, 3, 1 micha' -4
  - dim: pkp, 3, 0 micha' 0
  - dim: ztt, -2, 1 micha' -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
Dimensionally impossible nanta?

Base dimensions: mass; length; time.
Dimensions:
  - dim: trk, 1, 3 カ 1
  - dim: vnl, 0, 2 カ 2
  - dim: mtr, 0, 0 カ 0
  - dim: mnk, -1, 1 カ 0
  - dim: vnm, -1, -1 カ -2
  - dim: klr, 1, 1 カ -1
  - dim: zsp, 3, 1 カ -4
  - dim: pkp, 3, 0 カ 0
  - dim: ztt, -2, 1 カ -1
Equations:
  - q1 trk vnl 1 power of klr 1 power of times equal
  - q2 pkp klr 1 power of ztt 1 power of divided by klr 1 power of ztt -1 power of times mtr times plus equal
  - q3 mnk vnm 1 power of vnl 1 power of times equal
  - q4 zsp vnm 1 power of klr 2 power of times vnm 1 power of klr -2 power of divided by mtr times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: trk, 1, 3 ынкъам 1
  - dim: vnl, 0, 2 ынкъам 2
  - dim: mtr, 0, 0 ынкъам 0
  - dim: mnk, -1, 1 ынкъам 0
  - dim: vnm, -1, -1 ынкъам -2
  - dim: klr, 1, 1 ынкъам -1
  - dim: zsp, 3, 1 ынкъам -4
  - dim: pkp, 3, 0 ынкъам 0
  - dim: ztt, -2, 1 ынкъам -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
Dimensionally impossible what?

Base dimensions: mass; chowakil; k’iin.
Dimensions:
  - dim: trk, 1, 3 yéetel 1
  - dim: vnl, 0, 2 yéetel 2
  - dim: mtr, 0, 0 yéetel 0
  - dim: mnk, -1, 1 yéetel 0
  - dim: vnm, -1, -1 yéetel -2
  - dim: klr, 1, 1 yéetel -1
  - dim: zsp, 3, 1 yéetel -4
  - dim: pkp, 3, 0 yéetel 0
  - dim: ztt, -2, 1 yéetel -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
Dimensionally impossible what?

Base dimensions: mę̀soʼóna; length; time.
Dimensions:
  - dim: trk, 1, 3 1
  - dim: vnl, 0, 2 2
  - dim: mtr, 0, 0 0
  - dim: mnk, -1, 1 0
  - dim: vnm, -1, -1 -2
  - dim: klr, 1, 1 -1
  - dim: zsp, 3, 1 -4
  - dim: pkp, 3, 0 0
  - dim: ztt, -2, 1 -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
Dimensionally impossible híli?

Base dimensions: mass; length; time.
Dimensions:
  - dim: trk, 1, 3 na 1
  - dim: vnl, 0, 2 na 2
  - dim: mtr, 0, 0 na 0
  - dim: mnk, -1, 1 na 0
  - dim: vnm, -1, -1 na -2
  - dim: klr, 1, 1 na -1
  - dim: zsp, 3, 1 na -4
  - dim: pkp, 3, 0 na 0
  - dim: ztt, -2, 1 na -1
Equations:
  - q1 trk vnl 1 power of klr 1 power of times equal
  - q2 pkp klr 1 power of ztt 1 power of divided by klr 1 power of ztt -1 power of times mtr times plus equal
  - q3 mnk vnm 1 power of vnl 1 power of times equal
  - q4 zsp vnm 1 power of klr 2 power of times vnm 1 power of klr -2 power of divided by mtr times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; ára.
Dimensions:
  - dim: trk, 1, 3 1
  - dim: vnl, 0, 2 2
  - dim: mtr, 0, 0 0
  - dim: mnk, -1, 1 0
  - dim: vnm, -1, -1 -2
  - dim: klr, 1, 1 -1
  - dim: zsp, 3, 1 -4
  - dim: pkp, 3, 0 0
  - dim: ztt, -2, 1 -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
Dimensionally impossible what?

Base dimensions: mass; length; pacha.
Dimensions:
  - dim: trk, 1, 3 1
  - dim: vnl, 0, 2 2
  - dim: mtr, 0, 0 0
  - dim: mnk, -1, 1 0
  - dim: vnm, -1, -1 -2
  - dim: klr, 1, 1 -1
  - dim: zsp, 3, 1 -4
  - dim: pkp, 3, 0 0
  - dim: ztt, -2, 1 -1
Equations:
  - q1 trk vnl 1 power of klr 1 power of times equal
  - q2 pkp klr 1 power of ztt 1 power of divided by klr 1 power of ztt -1 power of times mtr times plus equal
  - q3 mnk vnm 1 power of vnl 1 power of times equal
  - q4 zsp vnm 1 power of klr 2 power of times vnm 1 power of klr -2 power of divided by mtr times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; nàa kòo.
Dimensions:
  - dim: trk, 1, 3 ǂʻá 1
  - dim: vnl, 0, 2 ǂʻá 2
  - dim: mtr, 0, 0 ǂʻá 0
  - dim: mnk, -1, 1 ǂʻá 0
  - dim: vnm, -1, -1 ǂʻá -2
  - dim: klr, 1, 1 ǂʻá -1
  - dim: zsp, 3, 1 ǂʻá -4
  - dim: pkp, 3, 0 ǂʻá 0
  - dim: ztt, -2, 1 ǂʻá -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
Dimensionally impossible what?

Base dimensions: mass; length; ыр.
Dimensions:
  - dim: trk, 1, 3 1
  - dim: vnl, 0, 2 2
  - dim: mtr, 0, 0 0
  - dim: mnk, -1, 1 0
  - dim: vnm, -1, -1 -2
  - dim: klr, 1, 1 -1
  - dim: zsp, 3, 1 -4
  - dim: pkp, 3, 0 0
  - dim: ztt, -2, 1 -1
Equations:
  - q1 trk vnl 1 power of klr 1 power of times equal
  - q2 pkp klr 1 power of ztt 1 power of divided by klr 1 power of ztt -1 power of times mtr times plus equal
  - q3 mnk vnm 1 power of vnl 1 power of times equal
  - q4 zsp vnm 1 power of klr 2 power of times vnm 1 power of klr -2 power of divided by mtr times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: trk, 1, 3 1
  - dim: vnl, 0, 2 2
  - dim: mtr, 0, 0 0
  - dim: mnk, -1, 1 0
  - dim: vnm, -1, -1 -2
  - dim: klr, 1, 1 -1
  - dim: zsp, 3, 1 -4
  - dim: pkp, 3, 0 0
  - dim: ztt, -2, 1 -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: trk, 1, 3 1
  - dim: vnl, 0, 2 2
  - dim: mtr, 0, 0 0
  - dim: mnk, -1, 1 0
  - dim: vnm, -1, -1 -2
  - dim: klr, 1, 1 -1
  - dim: zsp, 3, 1 -4
  - dim: pkp, 3, 0 0
  - dim: ztt, -2, 1 -1
Equations:
  - q1 trk vnl 1 power of klr 1 power of times equal
  - q2 pkp klr 1 power of ztt 1 power of divided by klr 1 power of ztt -1 power of times mtr times plus equal
  - q3 mnk vnm 1 power of vnl 1 power of times equal
  - q4 zsp vnm 1 power of klr 2 power of times vnm 1 power of klr -2 power of divided by mtr times plus equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: trk, 1, 3 1
  - dim: vnl, 0, 2 2
  - dim: mtr, 0, 0 0
  - dim: mnk, -1, 1 0
  - dim: vnm, -1, -1 -2
  - dim: klr, 1, 1 -1
  - dim: zsp, 3, 1 -4
  - dim: pkp, 3, 0 0
  - dim: ztt, -2, 1 -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
Dimensionally impossible what?

Base dimensions: mass; length; kawit.
Dimensions:
  - dim: trk, 1, 3 1
  - dim: vnl, 0, 2 2
  - dim: mtr, 0, 0 0
  - dim: mnk, -1, 1 0
  - dim: vnm, -1, -1 -2
  - dim: klr, 1, 1 -1
  - dim: zsp, 3, 1 -4
  - dim: pkp, 3, 0 0
  - dim: ztt, -2, 1 -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
Dimensionally impossible tay?

Base dimensions : masse ; longueur ; temps.
Dimensions :
  - tamisé: trk, 1, 3 et 1
  - tamisé: vnl, 0, 2 et 2
  - tamisé: mtr, 0, 0 et 0
  - tamisé: mnk, -1, 1 et 0
  - tamisé: vnm, -1, -1 et -2
  - tamisé: klr, 1, 1 et -1
  - tamisé: zsp, 3, 1 et -4
  - tamisé: pkp, 3, 0 et 0
  - tamisé: ztt, -2, 1 et -1
Équations :
  - q1 trk égaler à vnl pouvoir de 1 fois klr pouvoir de 1
  - q2 pkp égaler à klr pouvoir de 1 divided par ztt pouvoir de 1 plus klr pouvoir de 1 fois ztt pouvoir de -1 fois mtr
  - q3 mnk égaler à vnm pouvoir de 1 fois vnl pouvoir de 1
  - q4 zsp égaler à vnm pouvoir de 1 fois klr pouvoir de 2 plus vnm pouvoir de 1 divided par klr pouvoir de -2 fois mtr
Quoi dimensionally impossible ?

Fundo dimensio: amaso; longo; tempo.
Dimensio:
  - dim: trk, 1, 3 kaj 1
  - dim: vnl, 0, 2 kaj 2
  - dim: mtr, 0, 0 kaj 0
  - dim: mnk, -1, 1 kaj 0
  - dim: vnm, -1, -1 kaj -2
  - dim: klr, 1, 1 kaj -1
  - dim: zsp, 3, 1 kaj -4
  - dim: pkp, 3, 0 kaj 0
  - dim: ztt, -2, 1 kaj -1
Ekvacio:
  - q1 trk egali vnl potenco de 1 times klr potenco de 1
  - q2 pkp egali klr potenco de 1 dividita per ztt potenco de 1 plus klr potenco de 1 times ztt potenco de -1 times mtr
  - q3 mnk egali vnm potenco de 1 times vnl potenco de 1
  - q4 zsp egali vnm potenco de 1 times klr potenco de 2 plus vnm potenco de 1 dividita per klr potenco de -2 times mtr
Dimensionally neebla kio?

Base dimensions: tömeg; hossz; idő.
Dimensions:
  - fénytelen: trk, 1, 3 és 1
  - fénytelen: vnl, 0, 2 és 2
  - fénytelen: mtr, 0, 0 és 0
  - fénytelen: mnk, -1, 1 és 0
  - fénytelen: vnm, -1, -1 és -2
  - fénytelen: klr, 1, 1 és -1
  - fénytelen: zsp, 3, 1 és -4
  - fénytelen: pkp, 3, 0 és 0
  - fénytelen: ztt, -2, 1 és -1
Egyenletek:
  - q1 trk egyenlő vnl hatalom of 1 times klr hatalom of 1
  - q2 pkp egyenlő klr hatalom of 1 divided által ztt hatalom of 1 meg klr hatalom of 1 times ztt hatalom of -1 times mtr
  - q3 mnk egyenlő vnm hatalom of 1 times vnl hatalom of 1
  - q4 zsp egyenlő vnm hatalom of 1 times klr hatalom of 2 meg vnm hatalom of 1 divided által klr hatalom of -2 times mtr
Dimensionally lehetetlen melyik?

base dimensions:mass; 長度; 時間.
dimensions:
  - dim:trk, 1, 3及1
  - dim:vnl, 0, 2及2
  - dim:mtr, 0, 0及0
  - dim:mnk, -1, 1及0
  - dim:vnm, -1, -1及-2
  - dim:klr, 1, 1及-1
  - dim:zsp, 3, 1及-4
  - dim:pkp, 3, 0及0
  - dim:ztt, -2, 1及-1
equations:
  - q1:trk匹敵vnl電力...嘅1timesklr電力...嘅1
  - q2:pkp匹敵klr電力...嘅1divided……之前ztt電力...嘅1plusklr電力...嘅1timesztt電力...嘅-1timesmtr
  - q3:mnk匹敵vnm電力...嘅1timesvnl電力...嘅1
  - q4:zsp匹敵vnm電力...嘅1timesklr電力...嘅2plusvnm電力...嘅1divided……之前klr電力...嘅-2timesmtr
dimensionally冇可能嘅乜嘢?

Base dimensions: mass; length; time.
Dimensions:
  - dim: trk, 1, 3 とぅ 1
  - dim: vnl, 0, 2 とぅ 2
  - dim: mtr, 0, 0 とぅ 0
  - dim: mnk, -1, 1 とぅ 0
  - dim: vnm, -1, -1 とぅ -2
  - dim: klr, 1, 1 とぅ -1
  - dim: zsp, 3, 1 とぅ -4
  - dim: pkp, 3, 0 とぅ 0
  - dim: ztt, -2, 1 とぅ -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
Dimensionally impossible what?

Base dimensions: масса; ұзындық; уақыт.
Dimensions:
  - dim: trk, 1, 3 және 1
  - dim: vnl, 0, 2 және 2
  - dim: mtr, 0, 0 және 0
  - dim: mnk, -1, 1 және 0
  - dim: vnm, -1, -1 және -2
  - dim: klr, 1, 1 және -1
  - dim: zsp, 3, 1 және -4
  - dim: pkp, 3, 0 және 0
  - dim: ztt, -2, 1 және -1
Теңдеу:
  - q1 trk equal vnl билік туралы 1 times klr билік туралы 1
  - q2 pkp equal klr билік туралы 1 divided қасында ztt билік туралы 1 plus klr билік туралы 1 times ztt билік туралы -1 times mtr
  - q3 mnk equal vnm билік туралы 1 times vnl билік туралы 1
  - q4 zsp equal vnm билік туралы 1 times klr билік туралы 2 plus vnm билік туралы 1 divided қасында klr билік туралы -2 times mtr
Dimensionally impossible не?

בָּסִיס מֵמַד: מַסָּה; length; זְמָן.
מֵמַד:
  - כהה: trk, 1, 3 וְ־ 1
  - כהה: vnl, 0, 2 וְ־ 2
  - כהה: mtr, 0, 0 וְ־ 0
  - כהה: mnk, -1, 1 וְ־ 0
  - כהה: vnm, -1, -1 וְ־ -2
  - כהה: klr, 1, 1 וְ־ -1
  - כהה: zsp, 3, 1 וְ־ -4
  - כהה: pkp, 3, 0 וְ־ 0
  - כהה: ztt, -2, 1 וְ־ -1
equations:
  - q1 trk שָׁוֶה vnl חַשְׁמַל שֶׁל 1 times klr חַשְׁמַל שֶׁל 1
  - q2 pkp שָׁוֶה klr חַשְׁמַל שֶׁל 1 divided על ידי ztt חַשְׁמַל שֶׁל 1 פלוס klr חַשְׁמַל שֶׁל 1 times ztt חַשְׁמַל שֶׁל -1 times mtr
  - q3 mnk שָׁוֶה vnm חַשְׁמַל שֶׁל 1 times vnl חַשְׁמַל שֶׁל 1
  - q4 zsp שָׁוֶה vnm חַשְׁמַל שֶׁל 1 times klr חַשְׁמַל שֶׁל 2 פלוס vnm חַשְׁמַל שֶׁל 1 divided על ידי klr חַשְׁמַל שֶׁל -2 times mtr
איזה dimensionally בלתי־אפשרי?

Base dimensions: mass; length; ჟამი.
Dimensions:
  - dim: trk, 1, 3 დო 1
  - dim: vnl, 0, 2 დო 2
  - dim: mtr, 0, 0 დო 0
  - dim: mnk, -1, 1 დო 0
  - dim: vnm, -1, -1 დო -2
  - dim: klr, 1, 1 დო -1
  - dim: zsp, 3, 1 დო -4
  - dim: pkp, 3, 0 დო 0
  - dim: ztt, -2, 1 დო -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
Dimensionally impossible what?

Dasar matra-matra: misa; panjang; waktu.
Matra-matra:
  - dim: trk, 1, 3 dan 1
  - dim: vnl, 0, 2 dan 2
  - dim: mtr, 0, 0 dan 0
  - dim: mnk, -1, 1 dan 0
  - dim: vnm, -1, -1 dan -2
  - dim: klr, 1, 1 dan -1
  - dim: zsp, 3, 1 dan -4
  - dim: pkp, 3, 0 dan 0
  - dim: ztt, -2, 1 dan -1
Persamaan-persamaan:
  - q1 trk sederajat vnl kekuasaan dari 1 kali klr kekuasaan dari 1
  - q2 pkp sederajat klr kekuasaan dari 1 divided kena ztt kekuasaan dari 1 plus klr kekuasaan dari 1 kali ztt kekuasaan dari -1 kali mtr
  - q3 mnk sederajat vnm kekuasaan dari 1 kali vnl kekuasaan dari 1
  - q4 zsp sederajat vnm kekuasaan dari 1 kali klr kekuasaan dari 2 plus vnm kekuasaan dari 1 divided kena klr kekuasaan dari -2 kali mtr
Dimensionally mustahil apa?

មូលដ្ឋានវិមាត្រ:ម៉ាស; ប្រវែង; កាល.
វិមាត្រ:
  - dim:trk, 1, 3នឹង1
  - dim:vnl, 0, 2នឹង2
  - dim:mtr, 0, 0នឹង0
  - dim:mnk, -1, 1នឹង0
  - dim:vnm, -1, -1នឹង-2
  - dim:klr, 1, 1នឹង-1
  - dim:zsp, 3, 1នឹង-4
  - dim:pkp, 3, 0នឹង0
  - dim:ztt, -2, 1នឹង-1
សមីការ:
  - q1:trkស្មើនឹងvnlអំណាចនៃ1គុណklrអំណាចនៃ1
  - q2:pkpស្មើនឹងklrអំណាចនៃ1divided byzttអំណាចនៃ1បូកklrអំណាចនៃ1គុណzttអំណាចនៃ-1គុណmtr
  - q3:mnkស្មើនឹងvnmអំណាចនៃ1គុណvnlអំណាចនៃ1
  - q4:zspស្មើនឹងvnmអំណាចនៃ1គុណklrអំណាចនៃ2បូកvnmអំណាចនៃ1divided byklrអំណាចនៃ-2គុណmtr
dimensionallyមិនអាចទៅរួចអី?

base dimensions:ມວນ; ຄວາມຍາວ; ເວລາ.
dimensions:
  - dim:trk, 1, 3ແລະ1
  - dim:vnl, 0, 2ແລະ2
  - dim:mtr, 0, 0ແລະ0
  - dim:mnk, -1, 1ແລະ0
  - dim:vnm, -1, -1ແລະ-2
  - dim:klr, 1, 1ແລະ-1
  - dim:zsp, 3, 1ແລະ-4
  - dim:pkp, 3, 0ແລະ0
  - dim:ztt, -2, 1ແລະ-1
ສົມຜົນ:
  - q1:trkequalvnlອາຍາຂອງ1timesklrອາຍາຂອງ1
  - q2:pkpequalklrອາຍາຂອງ1divided byzttອາຍາຂອງ1plusklrອາຍາຂອງ1timeszttອາຍາຂອງ-1timesmtr
  - q3:mnkequalvnmອາຍາຂອງ1timesvnlອາຍາຂອງ1
  - q4:zspequalvnmອາຍາຂອງ1timesklrອາຍາຂອງ2plusvnmອາຍາຂອງ1divided byklrອາຍາຂອງ-2timesmtr
dimensionally impossibleຫຍັງ?

base dimensions: mass; పొడవు; సంఘటన.
dimensions:
  - మసక: trk, 1, 3 మరియు 1
  - మసక: vnl, 0, 2 మరియు 2
  - మసక: mtr, 0, 0 మరియు 0
  - మసక: mnk, -1, 1 మరియు 0
  - మసక: vnm, -1, -1 మరియు -2
  - మసక: klr, 1, 1 మరియు -1
  - మసక: zsp, 3, 1 మరియు -4
  - మసక: pkp, 3, 0 మరియు 0
  - మసక: ztt, -2, 1 మరియు -1
equations:
  - q1 trk vnl 1 పలుకుబడి of klr 1 పలుకుబడి of times equal
  - q2 pkp klr 1 పలుకుబడి of ztt 1 పలుకుబడి of divided by klr 1 పలుకుబడి of ztt -1 పలుకుబడి of times mtr times plus equal
  - q3 mnk vnm 1 పలుకుబడి of vnl 1 పలుకుబడి of times equal
  - q4 zsp vnm 1 పలుకుబడి of klr 2 పలుకుబడి of times vnm 1 పలుకుబడి of klr -2 పలుకుబడి of divided by mtr times plus equal
dimensionally impossible ఏమిటి?

Base dimensions: mass; length; ìgbà.
Dimensions:
  - dim: trk, 1, 3 1
  - dim: vnl, 0, 2 2
  - dim: mtr, 0, 0 0
  - dim: mnk, -1, 1 0
  - dim: vnm, -1, -1 -2
  - dim: klr, 1, 1 -1
  - dim: zsp, 3, 1 -4
  - dim: pkp, 3, 0 0
  - dim: ztt, -2, 1 -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
What dimensionally impossible?

Base dimensions: mass; length; time.
Dimensions:
  - dim: trk, 1, 3 1
  - dim: vnl, 0, 2 2
  - dim: mtr, 0, 0 0
  - dim: mnk, -1, 1 0
  - dim: vnm, -1, -1 -2
  - dim: klr, 1, 1 -1
  - dim: zsp, 3, 1 -4
  - dim: pkp, 3, 0 0
  - dim: ztt, -2, 1 -1
Equations:
  - q1 trk vnl 1 power of klr 1 power of times equal
  - q2 pkp klr 1 power of ztt 1 power of divided by klr 1 power of ztt -1 power of times mtr times plus equal
  - q3 mnk vnm 1 power of vnl 1 power of times equal
  - q4 zsp vnm 1 power of klr 2 power of times vnm 1 power of klr -2 power of divided by mtr times plus equal
Dimensionally impossible what?

base dimensions: mass; length; time.
dimensions:
  - dim: trk, 1, 3 1
  - dim: vnl, 0, 2 2
  - dim: mtr, 0, 0 0
  - dim: mnk, -1, 1 0
  - dim: vnm, -1, -1 -2
  - dim: klr, 1, 1 -1
  - dim: zsp, 3, 1 -4
  - dim: pkp, 3, 0 0
  - dim: ztt, -2, 1 -1
equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
dimensionally impossible what?

Base dimensions: mass; langa; time.
Dimensions:
  - dim: trk, 1, 3 1
  - dim: vnl, 0, 2 2
  - dim: mtr, 0, 0 0
  - dim: mnk, -1, 1 0
  - dim: vnm, -1, -1 -2
  - dim: klr, 1, 1 -1
  - dim: zsp, 3, 1 -4
  - dim: pkp, 3, 0 0
  - dim: ztt, -2, 1 -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: trk, 1, 3 1
  - dim: vnl, 0, 2 2
  - dim: mtr, 0, 0 0
  - dim: mnk, -1, 1 0
  - dim: vnm, -1, -1 -2
  - dim: klr, 1, 1 -1
  - dim: zsp, 3, 1 -4
  - dim: pkp, 3, 0 0
  - dim: ztt, -2, 1 -1
Equations:
  - q1 trk equal vnl power of 1 times klr power of 1
  - q2 pkp equal klr power of 1 divided by ztt power of 1 plus klr power of 1 times ztt power of -1 times mtr
  - q3 mnk equal vnm power of 1 times vnl power of 1
  - q4 zsp equal vnm power of 1 times klr power of 2 plus vnm power of 1 divided by klr power of -2 times mtr
Dimensionally impossible what?

Base dimensions: mass; length; вахт.
Dimensions:
  - dim: trk, 1, 3 1
  - dim: vnl, 0, 2 2
  - dim: mtr, 0, 0 0
  - dim: mnk, -1, 1 0
  - dim: vnm, -1, -1 -2
  - dim: klr, 1, 1 -1
  - dim: zsp, 3, 1 -4
  - dim: pkp, 3, 0 0
  - dim: ztt, -2, 1 -1
Equations:
  - q1 trk vnl 1 power of klr 1 power of times equal
  - q2 pkp klr 1 power of ztt 1 power of divided by klr 1 power of ztt -1 power of times mtr times plus equal
  - q3 mnk vnm 1 power of vnl 1 power of times equal
  - q4 zsp vnm 1 power of klr 2 power of times vnm 1 power of klr -2 power of divided by mtr times plus equal
Dimensionally impossible вуч?

Base dimensions: mass; length; time.
Dimensions:
  - dim: mtp, -2, -1 and -2
  - dim: vnk, -2, -1 and 0
  - dim: svn, -2, -3 and 1
  - dim: nlr, 0, 1 and -1
  - dim: svv, -2, 1 and -1
  - dim: zrl, 0, 1 and -1
  - dim: pzz, 0, 0 and 0
  - dim: ztk, 2, 0 and 1
  - dim: nkp, 2, 1 and 0
Equations:
  - q1 zrl equals ztk to the power -1 times nkp to the power 1 plus ztk to the power -1 divided by nkp to the power -1 times pzz
  - q2 svn equals vnk to the power 2 times svv to the power -1
  - q3 mtp equals vnk to the power 2 times nkp to the power 1
  - q4 nlr equals vnk to the power -1 times ztk to the power -1
What is the dimensionally impossible?

Las dimensiones básicas son: masa; longitud; tiempo.
Las dimensiones son:
  - las dimensiones de: mtp, -2, -1 y -2
  - las dimensiones de: vnk, -2, -1 y 0
  - las dimensiones de: svn, -2, -3 y 1
  - las dimensiones de: nlr, 0, 1 y -1
  - las dimensiones de: svv, -2, 1 y -1
  - las dimensiones de: zrl, 0, 1 y -1
  - las dimensiones de: pzz, 0, 0 y 0
  - las dimensiones de: ztk, 2, 0 y 1
  - las dimensiones de: nkp, 2, 1 y 0
Las ecuaciones son:
  - q1: zrl es igual a ztk elevado a -1 por nkp elevado a 1 más ztk elevado a -1 dividido por nkp elevado a -1 por pzz
  - q2: svn es igual a vnk elevado a 2 por svv elevado a -1
  - q3: mtp es igual a vnk elevado a 2 por nkp elevado a 1
  - q4: nlr es igual a vnk elevado a -1 por ztk elevado a -1
¿Qué dimensionally impossible?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：mtp、-2、-1和-2
  - 的量纲是：vnk、-2、-1和0
  - 的量纲是：svn、-2、-3和1
  - 的量纲是：nlr、0、1和-1
  - 的量纲是：svv、-2、1和-1
  - 的量纲是：zrl、0、1和-1
  - 的量纲是：pzz、0、0和0
  - 的量纲是：ztk、2、0和1
  - 的量纲是：nkp、2、1和0
方程如下：q1：zrl等于ztk的次方是-1乘以nkp的次方是1加ztk的次方是-1除以nkp的次方是-1乘以pzz；q2：svn等于vnk的次方是2乘以svv的次方是-1；q3：mtp等于vnk的次方是2乘以nkp的次方是1；q4：nlr等于vnk的次方是-1乘以ztk的次方是-1。
dimensionally impossible什么？

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: mtp, -2, -1 ve -2
  - dim: vnk, -2, -1 ve 0
  - dim: svn, -2, -3 ve 1
  - dim: nlr, 0, 1 ve -1
  - dim: svv, -2, 1 ve -1
  - dim: zrl, 0, 1 ve -1
  - dim: pzz, 0, 0 ve 0
  - dim: ztk, 2, 0 ve 1
  - dim: nkp, 2, 1 ve 0
Equations:
  - q1: zrl ztk -1 power nkp 1 power çarpı ztk -1 power nkp -1 power bölü pzz çarpı artı eşittir
  - q2: svn vnk 2 power svv -1 power çarpı eşittir
  - q3: mtp vnk 2 power nkp 1 power çarpı eşittir
  - q4: nlr vnk -1 power ztk -1 power çarpı eşittir
Dimensionally impossible ne?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: mtp, -2, -1 na -2
  - dim: vnk, -2, -1 na 0
  - dim: svn, -2, -3 na 1
  - dim: nlr, 0, 1 na -1
  - dim: svv, -2, 1 na -1
  - dim: zrl, 0, 1 na -1
  - dim: pzz, 0, 0 na 0
  - dim: ztk, 2, 0 na 1
  - dim: nkp, 2, 1 na 0
Equations:
  - q1: zrl ni sawa na ztk power ya -1 times nkp power ya 1 plus ztk power ya -1 divided by nkp power ya -1 times pzz
  - q2: svn ni sawa na vnk power ya 2 times svv power ya -1
  - q3: mtp ni sawa na vnk power ya 2 times nkp power ya 1
  - q4: nlr ni sawa na vnk power ya -1 times ztk power ya -1
Dimensionally impossible nini?

Base dimensions: mass; length; time.
Dimensions:
  - dim: mtp, -2, -1 and -2
  - dim: vnk, -2, -1 and 0
  - dim: svn, -2, -3 and 1
  - dim: nlr, 0, 1 and -1
  - dim: svv, -2, 1 and -1
  - dim: zrl, 0, 1 and -1
  - dim: pzz, 0, 0 and 0
  - dim: ztk, 2, 0 and 1
  - dim: nkp, 2, 1 and 0
Equations:
  - q1 zrl equals ztk to the power -1 times nkp to the power 1 plus ztk to the power -1 divided by nkp to the power -1 times pzz
  - q2 svn equals vnk to the power 2 times svv to the power -1
  - q3 mtp equals vnk to the power 2 times nkp to the power 1
  - q4 nlr equals vnk to the power -1 times ztk to the power -1
What is the dimensionally impossible?

{base_dimensions: [mass length time], dimensions: [(dim mtp -2 -1 -2) (dim vnk -2 -1 0) (dim svn -2 -3 1) (dim nlr 0 1 -1) (dim svv -2 1 -1) (dim zrl 0 1 -1) (dim pzz 0 0 0) (dim ztk 2 0 1) (dim nkp 2 1 0)], equations: [(equation q1 (eq zrl (add (mul (pow ztk -1) (pow nkp 1)) (mul (div (pow ztk -1) (pow nkp -1)) pzz)))) (equation q2 (eq svn (mul (pow vnk 2) (pow svv -1)))) (equation q3 (eq mtp (mul (pow vnk 2) (pow nkp 1)))) (equation q4 (eq nlr (mul (pow vnk -1) (pow ztk -1))))], query: dimensionally_impossible}

Basis Dimensionen: Masse; Länge; Zeit.
Dimensionen:
  - dämmerig: mtp, -2, -1 und -2
  - dämmerig: vnk, -2, -1 und 0
  - dämmerig: svn, -2, -3 und 1
  - dämmerig: nlr, 0, 1 und -1
  - dämmerig: svv, -2, 1 und -1
  - dämmerig: zrl, 0, 1 und -1
  - dämmerig: pzz, 0, 0 und 0
  - dämmerig: ztk, 2, 0 und 1
  - dämmerig: nkp, 2, 1 und 0
Gleichungen:
  - q1 zrl gleichen ztk Macht aus -1 mal nkp Macht aus 1 plus ztk Macht aus -1 geteilt mit nkp Macht aus -1 mal pzz
  - q2 svn gleichen vnk Macht aus 2 mal svv Macht aus -1
  - q3 mtp gleichen vnk Macht aus 2 mal nkp Macht aus 1
  - q4 nlr gleichen vnk Macht aus -1 mal ztk Macht aus -1
Was dimensionally unmöglich?

Base dimensions: маса; дужина; вре́ме.
Dimensions:
  - dim: mtp, -2, -1 и -2
  - dim: vnk, -2, -1 и 0
  - dim: svn, -2, -3 и 1
  - dim: nlr, 0, 1 и -1
  - dim: svv, -2, 1 и -1
  - dim: zrl, 0, 1 и -1
  - dim: pzz, 0, 0 и 0
  - dim: ztk, 2, 0 и 1
  - dim: nkp, 2, 1 и 0
Једна̀чина:
  - q1 zrl је̏дна̄к ztk вла̑ст od -1 times nkp вла̑ст od 1 plus ztk вла̑ст od -1 divided by nkp вла̑ст od -1 times pzz
  - q2 svn је̏дна̄к vnk вла̑ст od 2 times svv вла̑ст od -1
  - q3 mtp је̏дна̄к vnk вла̑ст od 2 times nkp вла̑ст od 1
  - q4 nlr је̏дна̄к vnk вла̑ст od -1 times ztk вла̑ст od -1
Dimensionally немогућ kakav?

Perustus mitat: massa; pituus; aika.
Mitat:
  - himmeä: mtp, -2, -1 ja -2
  - himmeä: vnk, -2, -1 ja 0
  - himmeä: svn, -2, -3 ja 1
  - himmeä: nlr, 0, 1 ja -1
  - himmeä: svv, -2, 1 ja -1
  - himmeä: zrl, 0, 1 ja -1
  - himmeä: pzz, 0, 0 ja 0
  - himmeä: ztk, 2, 0 ja 1
  - himmeä: nkp, 2, 1 ja 0
Yhtälöt:
  - q1 zrl sama ztk valta vaille -1 kertaa nkp valta vaille 1 plus ztk valta vaille -1 jaettu kautta nkp valta vaille -1 kertaa pzz
  - q2 svn sama vnk valta vaille 2 kertaa svv valta vaille -1
  - q3 mtp sama vnk valta vaille 2 kertaa nkp valta vaille 1
  - q4 nlr sama vnk valta vaille -1 kertaa ztk valta vaille -1
Mikä dimensionally mahdoton?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：mtp、-2、-1和-2
  - 的量纲是：vnk、-2、-1和0
  - 的量纲是：svn、-2、-3和1
  - 的量纲是：nlr、0、1和-1
  - 的量纲是：svv、-2、1和-1
  - 的量纲是：zrl、0、1和-1
  - 的量纲是：pzz、0、0和0
  - 的量纲是：ztk、2、0和1
  - 的量纲是：nkp、2、1和0
方程如下：q1：zrl等于ztk的次方是-1乘以nkp的次方是1加ztk的次方是-1除以nkp的次方是-1乘以pzz；q2：svn等于vnk的次方是2乘以svv的次方是-1；q3：mtp等于vnk的次方是2乘以nkp的次方是1；q4：nlr等于vnk的次方是-1乘以ztk的次方是-1。
dimensionally impossible什么？

基礎面積:質量; 長さ; 時間.
面積:
  - 薄暗い:mtp, -2, -1と-2
  - 薄暗い:vnk, -2, -1と0
  - 薄暗い:svn, -2, -3と1
  - 薄暗い:nlr, 0, 1と-1
  - 薄暗い:svv, -2, 1と-1
  - 薄暗い:zrl, 0, 1と-1
  - 薄暗い:pzz, 0, 0と0
  - 薄暗い:ztk, 2, 0と1
  - 薄暗い:nkp, 2, 1と0
方程式:q1:zrlztk-1力の中のnkp1力の中の掛けるztk-1力の中のnkp-1力の中の分かれた…でpzz掛ける足す等しい; q2:svnvnk2力の中のsvv-1力の中の掛ける等しい; q3:mtpvnk2力の中のnkp1力の中の掛ける等しい; q4:nlrvnk-1力の中のztk-1力の中の掛ける等しい.
dimensionally不可能な何と?

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: mtp, -2, -1 ve -2
  - dim: vnk, -2, -1 ve 0
  - dim: svn, -2, -3 ve 1
  - dim: nlr, 0, 1 ve -1
  - dim: svv, -2, 1 ve -1
  - dim: zrl, 0, 1 ve -1
  - dim: pzz, 0, 0 ve 0
  - dim: ztk, 2, 0 ve 1
  - dim: nkp, 2, 1 ve 0
Equations:
  - q1: zrl ztk -1 power nkp 1 power çarpı ztk -1 power nkp -1 power bölü pzz çarpı artı eşittir
  - q2: svn vnk 2 power svv -1 power çarpı eşittir
  - q3: mtp vnk 2 power nkp 1 power çarpı eşittir
  - q4: nlr vnk -1 power ztk -1 power çarpı eşittir
Dimensionally impossible ne?

أَسَاس بُعْد: كُتْلَة؛ طُول؛ زَمَان.
بُعْد:
  - dim: mtp، -2، -1 وَـ -2
  - dim: vnk، -2، -1 وَـ 0
  - dim: svn، -2، -3 وَـ 1
  - dim: nlr، 0، 1 وَـ -1
  - dim: svv، -2، 1 وَـ -1
  - dim: zrl، 0، 1 وَـ -1
  - dim: pzz، 0، 0 وَـ 0
  - dim: ztk، 2، 0 وَـ 1
  - dim: nkp، 2، 1 وَـ 0
مُعَادَلَة:
  - q1 equal zrl زَائِد فِي قُوَّة مِنْ ztk -1 قُوَّة مِنْ nkp 1 فِي divided بِـ قُوَّة مِنْ ztk -1 قُوَّة مِنْ nkp -1 pzz
  - q2 equal svn فِي قُوَّة مِنْ vnk 2 قُوَّة مِنْ svv -1
  - q3 equal mtp فِي قُوَّة مِنْ vnk 2 قُوَّة مِنْ nkp 1
  - q4 equal nlr فِي قُوَّة مِنْ vnk -1 قُوَّة مِنْ ztk -1
dimensionally مُسْتَحِيل مَاذَا؟

Საფუძველი სიდიდეები: მასა; length; დრო.
Სიდიდეები:
  - dim: mtp, -2, -1 და -2
  - dim: vnk, -2, -1 და 0
  - dim: svn, -2, -3 და 1
  - dim: nlr, 0, 1 და -1
  - dim: svv, -2, 1 და -1
  - dim: zrl, 0, 1 და -1
  - dim: pzz, 0, 0 და 0
  - dim: ztk, 2, 0 და 1
  - dim: nkp, 2, 1 და 0
Equations:
  - q1 zrl ztk -1 ძალაუფლება of nkp 1 ძალაუფლება of times ztk -1 ძალაუფლება of nkp -1 ძალაუფლება of divided by pzz times plus თანასწორი
  - q2 svn vnk 2 ძალაუფლება of svv -1 ძალაუფლება of times თანასწორი
  - q3 mtp vnk 2 ძალაუფლება of nkp 1 ძალაუფლება of times თანასწორი
  - q4 nlr vnk -1 ძალაუფლება of ztk -1 ძალაუფლება of times თანასწორი
Dimensionally შეუძლებელი რა?

Base dimensions: papatipu; roa; wā.
Dimensions:
  - pongipongi: mtp, -2, -1 me -2
  - pongipongi: vnk, -2, -1 me 0
  - pongipongi: svn, -2, -3 me 1
  - pongipongi: nlr, 0, 1 me -1
  - pongipongi: svv, -2, 1 me -1
  - pongipongi: zrl, 0, 1 me -1
  - pongipongi: pzz, 0, 0 me 0
  - pongipongi: ztk, 2, 0 me 1
  - pongipongi: nkp, 2, 1 me 0
Equations:
  - q1 equal zrl ngahoro times awenga o ztk -1 awenga o nkp 1 times divided nā awenga o ztk -1 awenga o nkp -1 pzz
  - q2 equal svn times awenga o vnk 2 awenga o svv -1
  - q3 equal mtp times awenga o vnk 2 awenga o nkp 1
  - q4 equal nlr times awenga o vnk -1 awenga o ztk -1
Dimensionally tē-taea unutai?

Bazơ chiều: khối lượng; chiều dài; thời gian.
Chiều:
  - mờ: mtp, -2, -1 và -2
  - mờ: vnk, -2, -1 và 0
  - mờ: svn, -2, -3 và 1
  - mờ: nlr, 0, 1 và -1
  - mờ: svv, -2, 1 và -1
  - mờ: zrl, 0, 1 và -1
  - mờ: pzz, 0, 0 và 0
  - mờ: ztk, 2, 0 và 1
  - mờ: nkp, 2, 1 và 0
Phương trình:
  - q1 zrl equal ztk quyền lực bằng -1 nhân nkp quyền lực bằng 1 cộng ztk quyền lực bằng -1 divided bằng cách nkp quyền lực bằng -1 nhân pzz
  - q2 svn equal vnk quyền lực bằng 2 nhân svv quyền lực bằng -1
  - q3 mtp equal vnk quyền lực bằng 2 nhân nkp quyền lực bằng 1
  - q4 nlr equal vnk quyền lực bằng -1 nhân ztk quyền lực bằng -1
Dimensionally không thể gì?

ฐานมิติ:มวล; ความยาว; เวลา.
มิติ:
  - มัว:mtp, -2, -1และ-2
  - มัว:vnk, -2, -1และ0
  - มัว:svn, -2, -3และ1
  - มัว:nlr, 0, 1และ-1
  - มัว:svv, -2, 1และ-1
  - มัว:zrl, 0, 1และ-1
  - มัว:pzz, 0, 0และ0
  - มัว:ztk, 2, 0และ1
  - มัว:nkp, 2, 1และ0
สมการ:
  - q1:zrlเท่ากับztkอำนาจของ-1คูณnkpอำนาจของ1บวกztkอำนาจของ-1dividedโดยnkpอำนาจของ-1คูณpzz
  - q2:svnเท่ากับvnkอำนาจของ2คูณsvvอำนาจของ-1
  - q3:mtpเท่ากับvnkอำนาจของ2คูณnkpอำนาจของ1
  - q4:nlrเท่ากับvnkอำนาจของ-1คูณztkอำนาจของ-1
dimensionallyเป็นไปไม่ได้อะไร?

base dimensions: mass; நீளம்; நேரம்.
dimensions:
  - மங்கலான: mtp, -2, -1 மற்றும் -2
  - மங்கலான: vnk, -2, -1 மற்றும் 0
  - மங்கலான: svn, -2, -3 மற்றும் 1
  - மங்கலான: nlr, 0, 1 மற்றும் -1
  - மங்கலான: svv, -2, 1 மற்றும் -1
  - மங்கலான: zrl, 0, 1 மற்றும் -1
  - மங்கலான: pzz, 0, 0 மற்றும் 0
  - மங்கலான: ztk, 2, 0 மற்றும் 1
  - மங்கலான: nkp, 2, 1 மற்றும் 0
சமன்பாடு:
  - q1 zrl ztk -1 கரண்ட் கொண்ட nkp 1 கரண்ட் கொண்ட times ztk -1 கரண்ட் கொண்ட nkp -1 கரண்ட் கொண்ட divided by pzz times plus equal
  - q2 svn vnk 2 கரண்ட் கொண்ட svv -1 கரண்ட் கொண்ட times equal
  - q3 mtp vnk 2 கரண்ட் கொண்ட nkp 1 கரண்ட் கொண்ட times equal
  - q4 nlr vnk -1 கரண்ட் கொண்ட ztk -1 கரண்ட் கொண்ட times equal
dimensionally impossible என்ன?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: mtp, -2, -1 na -2
  - dim: vnk, -2, -1 na 0
  - dim: svn, -2, -3 na 1
  - dim: nlr, 0, 1 na -1
  - dim: svv, -2, 1 na -1
  - dim: zrl, 0, 1 na -1
  - dim: pzz, 0, 0 na 0
  - dim: ztk, 2, 0 na 1
  - dim: nkp, 2, 1 na 0
Equations:
  - q1: zrl ni sawa na ztk power ya -1 times nkp power ya 1 plus ztk power ya -1 divided by nkp power ya -1 times pzz
  - q2: svn ni sawa na vnk power ya 2 times svv power ya -1
  - q3: mtp ni sawa na vnk power ya 2 times nkp power ya 1
  - q4: nlr ni sawa na vnk power ya -1 times ztk power ya -1
Dimensionally impossible nini?

Base dimensions: mass; nineezgo; ookił.
Dimensions:
  - dim: mtp, -2, -1 dóó -2
  - dim: vnk, -2, -1 dóó 0
  - dim: svn, -2, -3 dóó 1
  - dim: nlr, 0, 1 dóó -1
  - dim: svv, -2, 1 dóó -1
  - dim: zrl, 0, 1 dóó -1
  - dim: pzz, 0, 0 dóó 0
  - dim: ztk, 2, 0 dóó 1
  - dim: nkp, 2, 1 dóó 0
Equations:
  - q1 zrl ztk -1 power of nkp 1 power of ahą́ą́h nániilyá ztk -1 power of nkp -1 power of divided by pzz ahą́ą́h nániilyá plus equal
  - q2 svn vnk 2 power of svv -1 power of ahą́ą́h nániilyá equal
  - q3 mtp vnk 2 power of nkp 1 power of ahą́ą́h nániilyá equal
  - q4 nlr vnk -1 power of ztk -1 power of ahą́ą́h nániilyá equal
Dimensionally impossible haʼátʼíísh?

Base dimensions: mass; length; piffissaq.
Dimensions:
  - dim: mtp, -2, -1 aamma -2
  - dim: vnk, -2, -1 aamma 0
  - dim: svn, -2, -3 aamma 1
  - dim: nlr, 0, 1 aamma -1
  - dim: svv, -2, 1 aamma -1
  - dim: zrl, 0, 1 aamma -1
  - dim: pzz, 0, 0 aamma 0
  - dim: ztk, 2, 0 aamma 1
  - dim: nkp, 2, 1 aamma 0
Assigiissitaq:
  - q1 zrl ztk -1 power of nkp 1 power of times ztk -1 power of nkp -1 power of divided by pzz times plus equal
  - q2 svn vnk 2 power of svv -1 power of times equal
  - q3 mtp vnk 2 power of nkp 1 power of times equal
  - q4 nlr vnk -1 power of ztk -1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; taim.
Dimensions:
  - dim: mtp, -2, -1 na -2
  - dim: vnk, -2, -1 na 0
  - dim: svn, -2, -3 na 1
  - dim: nlr, 0, 1 na -1
  - dim: svv, -2, 1 na -1
  - dim: zrl, 0, 1 na -1
  - dim: pzz, 0, 0 na 0
  - dim: ztk, 2, 0 na 1
  - dim: nkp, 2, 1 na 0
Equations:
  - q1 zrl equal ztk power bilong -1 times nkp power bilong 1 plus ztk power bilong -1 divided by nkp power bilong -1 times pzz
  - q2 svn equal vnk power bilong 2 times svv power bilong -1
  - q3 mtp equal vnk power bilong 2 times nkp power bilong 1
  - q4 nlr equal vnk power bilong -1 times ztk power bilong -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: mtp, -2, -1 -2
  - dim: vnk, -2, -1 0
  - dim: svn, -2, -3 1
  - dim: nlr, 0, 1 -1
  - dim: svv, -2, 1 -1
  - dim: zrl, 0, 1 -1
  - dim: pzz, 0, 0 0
  - dim: ztk, 2, 0 1
  - dim: nkp, 2, 1 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
Dimensionally impossible kwèch?

Base dimensions: mass; length; ха.
Dimensions:
  - dim: mtp, -2, -1 а -2
  - dim: vnk, -2, -1 а 0
  - dim: svn, -2, -3 а 1
  - dim: nlr, 0, 1 а -1
  - dim: svv, -2, 1 а -1
  - dim: zrl, 0, 1 а -1
  - dim: pzz, 0, 0 а 0
  - dim: ztk, 2, 0 а 1
  - dim: nkp, 2, 1 а 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
Dimensionally impossible фу?

기초 치수: 질량; 길이; 시간.
치수:
  - dim: mtp, -2, -1 -2
  - dim: vnk, -2, -1 0
  - dim: svn, -2, -3 1
  - dim: nlr, 0, 1 -1
  - dim: svv, -2, 1 -1
  - dim: zrl, 0, 1 -1
  - dim: pzz, 0, 0 0
  - dim: ztk, 2, 0 1
  - dim: nkp, 2, 1 0
방정식:
  - q1 zrl ztk -1 힘 ...의 nkp 1 힘 ...의 곱하기 ztk -1 힘 ...의 nkp -1 힘 ...의 divided ...로써 pzz 곱하기 더하기 같다
  - q2 svn vnk 2 힘 ...의 svv -1 힘 ...의 곱하기 같다
  - q3 mtp vnk 2 힘 ...의 nkp 1 힘 ...의 곱하기 같다
  - q4 nlr vnk -1 힘 ...의 ztk -1 힘 ...의 곱하기 같다
dimensionally 불가능하다 무엇?

Base dimensions: masa; length; denbora.
Dimensions:
  - dim: mtp, -2, -1 eta -2
  - dim: vnk, -2, -1 eta 0
  - dim: svn, -2, -3 eta 1
  - dim: nlr, 0, 1 eta -1
  - dim: svv, -2, 1 eta -1
  - dim: zrl, 0, 1 eta -1
  - dim: pzz, 0, 0 eta 0
  - dim: ztk, 2, 0 eta 1
  - dim: nkp, 2, 1 eta 0
Ekuazio:
  - q1 zrl ztk -1 power of nkp 1 power of bider ztk -1 power of nkp -1 power of divided by pzz bider gehi berdin
  - q2 svn vnk 2 power of svv -1 power of bider berdin
  - q3 mtp vnk 2 power of nkp 1 power of bider berdin
  - q4 nlr vnk -1 power of ztk -1 power of bider berdin
Dimensionally impossible zer?

Base dimensions: mass; ᏂᎦᏅᎯᏒ; ᎠᎵᏱᎵᏒ.
ᏂᎦᏅᎯᏒ:
  - dim: mtp, -2, -1 ᎠᎴ -2
  - dim: vnk, -2, -1 ᎠᎴ 0
  - dim: svn, -2, -3 ᎠᎴ 1
  - dim: nlr, 0, 1 ᎠᎴ -1
  - dim: svv, -2, 1 ᎠᎴ -1
  - dim: zrl, 0, 1 ᎠᎴ -1
  - dim: pzz, 0, 0 ᎠᎴ 0
  - dim: ztk, 2, 0 ᎠᎴ 1
  - dim: nkp, 2, 1 ᎠᎴ 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
What dimensionally impossible?

Base dimensions: mass; karu kay; pacha.
Dimensions:
  - dim: mtp, -2, -1 -2
  - dim: vnk, -2, -1 0
  - dim: svn, -2, -3 1
  - dim: nlr, 0, 1 -1
  - dim: svv, -2, 1 -1
  - dim: zrl, 0, 1 -1
  - dim: pzz, 0, 0 0
  - dim: ztk, 2, 0 1
  - dim: nkp, 2, 1 0
Paqtachani:
  - q1 zrl paqta ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn paqta vnk power of 2 times svv power of -1
  - q3 mtp paqta vnk power of 2 times nkp power of 1
  - q4 nlr paqta vnk power of -1 times ztk power of -1
Dimensionally impossible what?

Base dimensions: mass; length; гъо.
Dimensions:
  - dim: mtp, -2, -1 ыкӏи -2
  - dim: vnk, -2, -1 ыкӏи 0
  - dim: svn, -2, -3 ыкӏи 1
  - dim: nlr, 0, 1 ыкӏи -1
  - dim: svv, -2, 1 ыкӏи -1
  - dim: zrl, 0, 1 ыкӏи -1
  - dim: pzz, 0, 0 ыкӏи 0
  - dim: ztk, 2, 0 ыкӏи 1
  - dim: nkp, 2, 1 ыкӏи 0
Equations:
  - q1 zrl ztk -1 power of nkp 1 power of times ztk -1 power of nkp -1 power of divided by pzz times plus equal
  - q2 svn vnk 2 power of svv -1 power of times equal
  - q3 mtp vnk 2 power of nkp 1 power of times equal
  - q4 nlr vnk -1 power of ztk -1 power of times equal
Dimensionally impossible сыд?

Base dimensions: mass; length; sijhawm.
Dimensions:
  - dim: mtp, -2, -1 thiab -2
  - dim: vnk, -2, -1 thiab 0
  - dim: svn, -2, -3 thiab 1
  - dim: nlr, 0, 1 thiab -1
  - dim: svv, -2, 1 thiab -1
  - dim: zrl, 0, 1 thiab -1
  - dim: pzz, 0, 0 thiab 0
  - dim: ztk, 2, 0 thiab 1
  - dim: nkp, 2, 1 thiab 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: mtp, -2, -1 -2
  - dim: vnk, -2, -1 0
  - dim: svn, -2, -3 1
  - dim: nlr, 0, 1 -1
  - dim: svv, -2, 1 -1
  - dim: zrl, 0, 1 -1
  - dim: pzz, 0, 0 0
  - dim: ztk, 2, 0 1
  - dim: nkp, 2, 1 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
Dimensionally impossible ining-jak?

Base dimensions: mass; length; time.
Dimensions:
  - dim: mtp, -2, -1 micha' -2
  - dim: vnk, -2, -1 micha' 0
  - dim: svn, -2, -3 micha' 1
  - dim: nlr, 0, 1 micha' -1
  - dim: svv, -2, 1 micha' -1
  - dim: zrl, 0, 1 micha' -1
  - dim: pzz, 0, 0 micha' 0
  - dim: ztk, 2, 0 micha' 1
  - dim: nkp, 2, 1 micha' 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
Dimensionally impossible nanta?

Base dimensions: mass; length; time.
Dimensions:
  - dim: mtp, -2, -1 カ -2
  - dim: vnk, -2, -1 カ 0
  - dim: svn, -2, -3 カ 1
  - dim: nlr, 0, 1 カ -1
  - dim: svv, -2, 1 カ -1
  - dim: zrl, 0, 1 カ -1
  - dim: pzz, 0, 0 カ 0
  - dim: ztk, 2, 0 カ 1
  - dim: nkp, 2, 1 カ 0
Equations:
  - q1 zrl ztk -1 power of nkp 1 power of times ztk -1 power of nkp -1 power of divided by pzz times plus equal
  - q2 svn vnk 2 power of svv -1 power of times equal
  - q3 mtp vnk 2 power of nkp 1 power of times equal
  - q4 nlr vnk -1 power of ztk -1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: mtp, -2, -1 ынкъам -2
  - dim: vnk, -2, -1 ынкъам 0
  - dim: svn, -2, -3 ынкъам 1
  - dim: nlr, 0, 1 ынкъам -1
  - dim: svv, -2, 1 ынкъам -1
  - dim: zrl, 0, 1 ынкъам -1
  - dim: pzz, 0, 0 ынкъам 0
  - dim: ztk, 2, 0 ынкъам 1
  - dim: nkp, 2, 1 ынкъам 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
Dimensionally impossible what?

Base dimensions: mass; chowakil; k’iin.
Dimensions:
  - dim: mtp, -2, -1 yéetel -2
  - dim: vnk, -2, -1 yéetel 0
  - dim: svn, -2, -3 yéetel 1
  - dim: nlr, 0, 1 yéetel -1
  - dim: svv, -2, 1 yéetel -1
  - dim: zrl, 0, 1 yéetel -1
  - dim: pzz, 0, 0 yéetel 0
  - dim: ztk, 2, 0 yéetel 1
  - dim: nkp, 2, 1 yéetel 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
Dimensionally impossible what?

Base dimensions: mę̀soʼóna; length; time.
Dimensions:
  - dim: mtp, -2, -1 -2
  - dim: vnk, -2, -1 0
  - dim: svn, -2, -3 1
  - dim: nlr, 0, 1 -1
  - dim: svv, -2, 1 -1
  - dim: zrl, 0, 1 -1
  - dim: pzz, 0, 0 0
  - dim: ztk, 2, 0 1
  - dim: nkp, 2, 1 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
Dimensionally impossible híli?

Base dimensions: mass; length; time.
Dimensions:
  - dim: mtp, -2, -1 na -2
  - dim: vnk, -2, -1 na 0
  - dim: svn, -2, -3 na 1
  - dim: nlr, 0, 1 na -1
  - dim: svv, -2, 1 na -1
  - dim: zrl, 0, 1 na -1
  - dim: pzz, 0, 0 na 0
  - dim: ztk, 2, 0 na 1
  - dim: nkp, 2, 1 na 0
Equations:
  - q1 zrl ztk -1 power of nkp 1 power of times ztk -1 power of nkp -1 power of divided by pzz times plus equal
  - q2 svn vnk 2 power of svv -1 power of times equal
  - q3 mtp vnk 2 power of nkp 1 power of times equal
  - q4 nlr vnk -1 power of ztk -1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; ára.
Dimensions:
  - dim: mtp, -2, -1 -2
  - dim: vnk, -2, -1 0
  - dim: svn, -2, -3 1
  - dim: nlr, 0, 1 -1
  - dim: svv, -2, 1 -1
  - dim: zrl, 0, 1 -1
  - dim: pzz, 0, 0 0
  - dim: ztk, 2, 0 1
  - dim: nkp, 2, 1 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
Dimensionally impossible what?

Base dimensions: mass; length; pacha.
Dimensions:
  - dim: mtp, -2, -1 -2
  - dim: vnk, -2, -1 0
  - dim: svn, -2, -3 1
  - dim: nlr, 0, 1 -1
  - dim: svv, -2, 1 -1
  - dim: zrl, 0, 1 -1
  - dim: pzz, 0, 0 0
  - dim: ztk, 2, 0 1
  - dim: nkp, 2, 1 0
Equations:
  - q1 zrl ztk -1 power of nkp 1 power of times ztk -1 power of nkp -1 power of divided by pzz times plus equal
  - q2 svn vnk 2 power of svv -1 power of times equal
  - q3 mtp vnk 2 power of nkp 1 power of times equal
  - q4 nlr vnk -1 power of ztk -1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; nàa kòo.
Dimensions:
  - dim: mtp, -2, -1 ǂʻá -2
  - dim: vnk, -2, -1 ǂʻá 0
  - dim: svn, -2, -3 ǂʻá 1
  - dim: nlr, 0, 1 ǂʻá -1
  - dim: svv, -2, 1 ǂʻá -1
  - dim: zrl, 0, 1 ǂʻá -1
  - dim: pzz, 0, 0 ǂʻá 0
  - dim: ztk, 2, 0 ǂʻá 1
  - dim: nkp, 2, 1 ǂʻá 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
Dimensionally impossible what?

Base dimensions: mass; length; ыр.
Dimensions:
  - dim: mtp, -2, -1 -2
  - dim: vnk, -2, -1 0
  - dim: svn, -2, -3 1
  - dim: nlr, 0, 1 -1
  - dim: svv, -2, 1 -1
  - dim: zrl, 0, 1 -1
  - dim: pzz, 0, 0 0
  - dim: ztk, 2, 0 1
  - dim: nkp, 2, 1 0
Equations:
  - q1 zrl ztk -1 power of nkp 1 power of times ztk -1 power of nkp -1 power of divided by pzz times plus equal
  - q2 svn vnk 2 power of svv -1 power of times equal
  - q3 mtp vnk 2 power of nkp 1 power of times equal
  - q4 nlr vnk -1 power of ztk -1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: mtp, -2, -1 -2
  - dim: vnk, -2, -1 0
  - dim: svn, -2, -3 1
  - dim: nlr, 0, 1 -1
  - dim: svv, -2, 1 -1
  - dim: zrl, 0, 1 -1
  - dim: pzz, 0, 0 0
  - dim: ztk, 2, 0 1
  - dim: nkp, 2, 1 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: mtp, -2, -1 -2
  - dim: vnk, -2, -1 0
  - dim: svn, -2, -3 1
  - dim: nlr, 0, 1 -1
  - dim: svv, -2, 1 -1
  - dim: zrl, 0, 1 -1
  - dim: pzz, 0, 0 0
  - dim: ztk, 2, 0 1
  - dim: nkp, 2, 1 0
Equations:
  - q1 zrl ztk -1 power of nkp 1 power of times ztk -1 power of nkp -1 power of divided by pzz times plus equal
  - q2 svn vnk 2 power of svv -1 power of times equal
  - q3 mtp vnk 2 power of nkp 1 power of times equal
  - q4 nlr vnk -1 power of ztk -1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: mtp, -2, -1 -2
  - dim: vnk, -2, -1 0
  - dim: svn, -2, -3 1
  - dim: nlr, 0, 1 -1
  - dim: svv, -2, 1 -1
  - dim: zrl, 0, 1 -1
  - dim: pzz, 0, 0 0
  - dim: ztk, 2, 0 1
  - dim: nkp, 2, 1 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
Dimensionally impossible what?

Base dimensions: mass; length; kawit.
Dimensions:
  - dim: mtp, -2, -1 -2
  - dim: vnk, -2, -1 0
  - dim: svn, -2, -3 1
  - dim: nlr, 0, 1 -1
  - dim: svv, -2, 1 -1
  - dim: zrl, 0, 1 -1
  - dim: pzz, 0, 0 0
  - dim: ztk, 2, 0 1
  - dim: nkp, 2, 1 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
Dimensionally impossible tay?

Base dimensions : masse ; longueur ; temps.
Dimensions :
  - tamisé: mtp, -2, -1 et -2
  - tamisé: vnk, -2, -1 et 0
  - tamisé: svn, -2, -3 et 1
  - tamisé: nlr, 0, 1 et -1
  - tamisé: svv, -2, 1 et -1
  - tamisé: zrl, 0, 1 et -1
  - tamisé: pzz, 0, 0 et 0
  - tamisé: ztk, 2, 0 et 1
  - tamisé: nkp, 2, 1 et 0
Équations :
  - q1 zrl égaler à ztk pouvoir de -1 fois nkp pouvoir de 1 plus ztk pouvoir de -1 divided par nkp pouvoir de -1 fois pzz
  - q2 svn égaler à vnk pouvoir de 2 fois svv pouvoir de -1
  - q3 mtp égaler à vnk pouvoir de 2 fois nkp pouvoir de 1
  - q4 nlr égaler à vnk pouvoir de -1 fois ztk pouvoir de -1
Quoi dimensionally impossible ?

Fundo dimensio: amaso; longo; tempo.
Dimensio:
  - dim: mtp, -2, -1 kaj -2
  - dim: vnk, -2, -1 kaj 0
  - dim: svn, -2, -3 kaj 1
  - dim: nlr, 0, 1 kaj -1
  - dim: svv, -2, 1 kaj -1
  - dim: zrl, 0, 1 kaj -1
  - dim: pzz, 0, 0 kaj 0
  - dim: ztk, 2, 0 kaj 1
  - dim: nkp, 2, 1 kaj 0
Ekvacio:
  - q1 zrl egali ztk potenco de -1 times nkp potenco de 1 plus ztk potenco de -1 dividita per nkp potenco de -1 times pzz
  - q2 svn egali vnk potenco de 2 times svv potenco de -1
  - q3 mtp egali vnk potenco de 2 times nkp potenco de 1
  - q4 nlr egali vnk potenco de -1 times ztk potenco de -1
Dimensionally neebla kio?

Base dimensions: tömeg; hossz; idő.
Dimensions:
  - fénytelen: mtp, -2, -1 és -2
  - fénytelen: vnk, -2, -1 és 0
  - fénytelen: svn, -2, -3 és 1
  - fénytelen: nlr, 0, 1 és -1
  - fénytelen: svv, -2, 1 és -1
  - fénytelen: zrl, 0, 1 és -1
  - fénytelen: pzz, 0, 0 és 0
  - fénytelen: ztk, 2, 0 és 1
  - fénytelen: nkp, 2, 1 és 0
Egyenletek:
  - q1 zrl egyenlő ztk hatalom of -1 times nkp hatalom of 1 meg ztk hatalom of -1 divided által nkp hatalom of -1 times pzz
  - q2 svn egyenlő vnk hatalom of 2 times svv hatalom of -1
  - q3 mtp egyenlő vnk hatalom of 2 times nkp hatalom of 1
  - q4 nlr egyenlő vnk hatalom of -1 times ztk hatalom of -1
Dimensionally lehetetlen melyik?

base dimensions:mass; 長度; 時間.
dimensions:
  - dim:mtp, -2, -1及-2
  - dim:vnk, -2, -1及0
  - dim:svn, -2, -3及1
  - dim:nlr, 0, 1及-1
  - dim:svv, -2, 1及-1
  - dim:zrl, 0, 1及-1
  - dim:pzz, 0, 0及0
  - dim:ztk, 2, 0及1
  - dim:nkp, 2, 1及0
equations:
  - q1:zrl匹敵ztk電力...嘅-1timesnkp電力...嘅1plusztk電力...嘅-1divided……之前nkp電力...嘅-1timespzz
  - q2:svn匹敵vnk電力...嘅2timessvv電力...嘅-1
  - q3:mtp匹敵vnk電力...嘅2timesnkp電力...嘅1
  - q4:nlr匹敵vnk電力...嘅-1timesztk電力...嘅-1
dimensionally冇可能嘅乜嘢?

Base dimensions: mass; length; time.
Dimensions:
  - dim: mtp, -2, -1 とぅ -2
  - dim: vnk, -2, -1 とぅ 0
  - dim: svn, -2, -3 とぅ 1
  - dim: nlr, 0, 1 とぅ -1
  - dim: svv, -2, 1 とぅ -1
  - dim: zrl, 0, 1 とぅ -1
  - dim: pzz, 0, 0 とぅ 0
  - dim: ztk, 2, 0 とぅ 1
  - dim: nkp, 2, 1 とぅ 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
Dimensionally impossible what?

Base dimensions: масса; ұзындық; уақыт.
Dimensions:
  - dim: mtp, -2, -1 және -2
  - dim: vnk, -2, -1 және 0
  - dim: svn, -2, -3 және 1
  - dim: nlr, 0, 1 және -1
  - dim: svv, -2, 1 және -1
  - dim: zrl, 0, 1 және -1
  - dim: pzz, 0, 0 және 0
  - dim: ztk, 2, 0 және 1
  - dim: nkp, 2, 1 және 0
Теңдеу:
  - q1 zrl equal ztk билік туралы -1 times nkp билік туралы 1 plus ztk билік туралы -1 divided қасында nkp билік туралы -1 times pzz
  - q2 svn equal vnk билік туралы 2 times svv билік туралы -1
  - q3 mtp equal vnk билік туралы 2 times nkp билік туралы 1
  - q4 nlr equal vnk билік туралы -1 times ztk билік туралы -1
Dimensionally impossible не?

בָּסִיס מֵמַד: מַסָּה; length; זְמָן.
מֵמַד:
  - כהה: mtp, -2, -1 וְ־ -2
  - כהה: vnk, -2, -1 וְ־ 0
  - כהה: svn, -2, -3 וְ־ 1
  - כהה: nlr, 0, 1 וְ־ -1
  - כהה: svv, -2, 1 וְ־ -1
  - כהה: zrl, 0, 1 וְ־ -1
  - כהה: pzz, 0, 0 וְ־ 0
  - כהה: ztk, 2, 0 וְ־ 1
  - כהה: nkp, 2, 1 וְ־ 0
equations:
  - q1 zrl שָׁוֶה ztk חַשְׁמַל שֶׁל -1 times nkp חַשְׁמַל שֶׁל 1 פלוס ztk חַשְׁמַל שֶׁל -1 divided על ידי nkp חַשְׁמַל שֶׁל -1 times pzz
  - q2 svn שָׁוֶה vnk חַשְׁמַל שֶׁל 2 times svv חַשְׁמַל שֶׁל -1
  - q3 mtp שָׁוֶה vnk חַשְׁמַל שֶׁל 2 times nkp חַשְׁמַל שֶׁל 1
  - q4 nlr שָׁוֶה vnk חַשְׁמַל שֶׁל -1 times ztk חַשְׁמַל שֶׁל -1
איזה dimensionally בלתי־אפשרי?

Base dimensions: mass; length; ჟამი.
Dimensions:
  - dim: mtp, -2, -1 დო -2
  - dim: vnk, -2, -1 დო 0
  - dim: svn, -2, -3 დო 1
  - dim: nlr, 0, 1 დო -1
  - dim: svv, -2, 1 დო -1
  - dim: zrl, 0, 1 დო -1
  - dim: pzz, 0, 0 დო 0
  - dim: ztk, 2, 0 დო 1
  - dim: nkp, 2, 1 დო 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
Dimensionally impossible what?

Dasar matra-matra: misa; panjang; waktu.
Matra-matra:
  - dim: mtp, -2, -1 dan -2
  - dim: vnk, -2, -1 dan 0
  - dim: svn, -2, -3 dan 1
  - dim: nlr, 0, 1 dan -1
  - dim: svv, -2, 1 dan -1
  - dim: zrl, 0, 1 dan -1
  - dim: pzz, 0, 0 dan 0
  - dim: ztk, 2, 0 dan 1
  - dim: nkp, 2, 1 dan 0
Persamaan-persamaan:
  - q1 zrl sederajat ztk kekuasaan dari -1 kali nkp kekuasaan dari 1 plus ztk kekuasaan dari -1 divided kena nkp kekuasaan dari -1 kali pzz
  - q2 svn sederajat vnk kekuasaan dari 2 kali svv kekuasaan dari -1
  - q3 mtp sederajat vnk kekuasaan dari 2 kali nkp kekuasaan dari 1
  - q4 nlr sederajat vnk kekuasaan dari -1 kali ztk kekuasaan dari -1
Dimensionally mustahil apa?

មូលដ្ឋានវិមាត្រ:ម៉ាស; ប្រវែង; កាល.
វិមាត្រ:
  - dim:mtp, -2, -1នឹង-2
  - dim:vnk, -2, -1នឹង0
  - dim:svn, -2, -3នឹង1
  - dim:nlr, 0, 1នឹង-1
  - dim:svv, -2, 1នឹង-1
  - dim:zrl, 0, 1នឹង-1
  - dim:pzz, 0, 0នឹង0
  - dim:ztk, 2, 0នឹង1
  - dim:nkp, 2, 1នឹង0
សមីការ:
  - q1:zrlស្មើនឹងztkអំណាចនៃ-1គុណnkpអំណាចនៃ1បូកztkអំណាចនៃ-1divided bynkpអំណាចនៃ-1គុណpzz
  - q2:svnស្មើនឹងvnkអំណាចនៃ2គុណsvvអំណាចនៃ-1
  - q3:mtpស្មើនឹងvnkអំណាចនៃ2គុណnkpអំណាចនៃ1
  - q4:nlrស្មើនឹងvnkអំណាចនៃ-1គុណztkអំណាចនៃ-1
dimensionallyមិនអាចទៅរួចអី?

base dimensions:ມວນ; ຄວາມຍາວ; ເວລາ.
dimensions:
  - dim:mtp, -2, -1ແລະ-2
  - dim:vnk, -2, -1ແລະ0
  - dim:svn, -2, -3ແລະ1
  - dim:nlr, 0, 1ແລະ-1
  - dim:svv, -2, 1ແລະ-1
  - dim:zrl, 0, 1ແລະ-1
  - dim:pzz, 0, 0ແລະ0
  - dim:ztk, 2, 0ແລະ1
  - dim:nkp, 2, 1ແລະ0
ສົມຜົນ:
  - q1:zrlequalztkອາຍາຂອງ-1timesnkpອາຍາຂອງ1plusztkອາຍາຂອງ-1divided bynkpອາຍາຂອງ-1timespzz
  - q2:svnequalvnkອາຍາຂອງ2timessvvອາຍາຂອງ-1
  - q3:mtpequalvnkອາຍາຂອງ2timesnkpອາຍາຂອງ1
  - q4:nlrequalvnkອາຍາຂອງ-1timesztkອາຍາຂອງ-1
dimensionally impossibleຫຍັງ?

base dimensions: mass; పొడవు; సంఘటన.
dimensions:
  - మసక: mtp, -2, -1 మరియు -2
  - మసక: vnk, -2, -1 మరియు 0
  - మసక: svn, -2, -3 మరియు 1
  - మసక: nlr, 0, 1 మరియు -1
  - మసక: svv, -2, 1 మరియు -1
  - మసక: zrl, 0, 1 మరియు -1
  - మసక: pzz, 0, 0 మరియు 0
  - మసక: ztk, 2, 0 మరియు 1
  - మసక: nkp, 2, 1 మరియు 0
equations:
  - q1 zrl ztk -1 పలుకుబడి of nkp 1 పలుకుబడి of times ztk -1 పలుకుబడి of nkp -1 పలుకుబడి of divided by pzz times plus equal
  - q2 svn vnk 2 పలుకుబడి of svv -1 పలుకుబడి of times equal
  - q3 mtp vnk 2 పలుకుబడి of nkp 1 పలుకుబడి of times equal
  - q4 nlr vnk -1 పలుకుబడి of ztk -1 పలుకుబడి of times equal
dimensionally impossible ఏమిటి?

Base dimensions: mass; length; ìgbà.
Dimensions:
  - dim: mtp, -2, -1 -2
  - dim: vnk, -2, -1 0
  - dim: svn, -2, -3 1
  - dim: nlr, 0, 1 -1
  - dim: svv, -2, 1 -1
  - dim: zrl, 0, 1 -1
  - dim: pzz, 0, 0 0
  - dim: ztk, 2, 0 1
  - dim: nkp, 2, 1 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
What dimensionally impossible?

Base dimensions: mass; length; time.
Dimensions:
  - dim: mtp, -2, -1 -2
  - dim: vnk, -2, -1 0
  - dim: svn, -2, -3 1
  - dim: nlr, 0, 1 -1
  - dim: svv, -2, 1 -1
  - dim: zrl, 0, 1 -1
  - dim: pzz, 0, 0 0
  - dim: ztk, 2, 0 1
  - dim: nkp, 2, 1 0
Equations:
  - q1 zrl ztk -1 power of nkp 1 power of times ztk -1 power of nkp -1 power of divided by pzz times plus equal
  - q2 svn vnk 2 power of svv -1 power of times equal
  - q3 mtp vnk 2 power of nkp 1 power of times equal
  - q4 nlr vnk -1 power of ztk -1 power of times equal
Dimensionally impossible what?

base dimensions: mass; length; time.
dimensions:
  - dim: mtp, -2, -1 -2
  - dim: vnk, -2, -1 0
  - dim: svn, -2, -3 1
  - dim: nlr, 0, 1 -1
  - dim: svv, -2, 1 -1
  - dim: zrl, 0, 1 -1
  - dim: pzz, 0, 0 0
  - dim: ztk, 2, 0 1
  - dim: nkp, 2, 1 0
equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
dimensionally impossible what?

Base dimensions: mass; langa; time.
Dimensions:
  - dim: mtp, -2, -1 -2
  - dim: vnk, -2, -1 0
  - dim: svn, -2, -3 1
  - dim: nlr, 0, 1 -1
  - dim: svv, -2, 1 -1
  - dim: zrl, 0, 1 -1
  - dim: pzz, 0, 0 0
  - dim: ztk, 2, 0 1
  - dim: nkp, 2, 1 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: mtp, -2, -1 -2
  - dim: vnk, -2, -1 0
  - dim: svn, -2, -3 1
  - dim: nlr, 0, 1 -1
  - dim: svv, -2, 1 -1
  - dim: zrl, 0, 1 -1
  - dim: pzz, 0, 0 0
  - dim: ztk, 2, 0 1
  - dim: nkp, 2, 1 0
Equations:
  - q1 zrl equal ztk power of -1 times nkp power of 1 plus ztk power of -1 divided by nkp power of -1 times pzz
  - q2 svn equal vnk power of 2 times svv power of -1
  - q3 mtp equal vnk power of 2 times nkp power of 1
  - q4 nlr equal vnk power of -1 times ztk power of -1
Dimensionally impossible what?

Base dimensions: mass; length; вахт.
Dimensions:
  - dim: mtp, -2, -1 -2
  - dim: vnk, -2, -1 0
  - dim: svn, -2, -3 1
  - dim: nlr, 0, 1 -1
  - dim: svv, -2, 1 -1
  - dim: zrl, 0, 1 -1
  - dim: pzz, 0, 0 0
  - dim: ztk, 2, 0 1
  - dim: nkp, 2, 1 0
Equations:
  - q1 zrl ztk -1 power of nkp 1 power of times ztk -1 power of nkp -1 power of divided by pzz times plus equal
  - q2 svn vnk 2 power of svv -1 power of times equal
  - q3 mtp vnk 2 power of nkp 1 power of times equal
  - q4 nlr vnk -1 power of ztk -1 power of times equal
Dimensionally impossible вуч?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nsr, -1, 4 and -1
  - dim: vrv, -2, 1 and 0
  - dim: vnt, 1, 2 and -1
  - dim: nkr, 0, 0 and 0
  - dim: kss, -4, -3 and 4
  - dim: str, -2, 2 and 1
  - dim: kmn, 0, -2 and -2
  - dim: zpr, -6, 0 and 6
  - dim: vrn, -1, -2 and 2
Equations:
  - q1 kss equals vrv to the power 1 times vrn to the power 2
  - q2 kmn equals vrv to the power 2 divided by str to the power 2
  - q3 zpr equals vrn to the power 2 times str to the power 2 plus vrn to the power 2 divided by str to the power -2 times nkr
  - q4 nsr equals vrv to the power 1 times vnt to the power 1
What is the dimensionally impossible?

Las dimensiones básicas son: masa; longitud; tiempo.
Las dimensiones son:
  - las dimensiones de: nsr, -1, 4 y -1
  - las dimensiones de: vrv, -2, 1 y 0
  - las dimensiones de: vnt, 1, 2 y -1
  - las dimensiones de: nkr, 0, 0 y 0
  - las dimensiones de: kss, -4, -3 y 4
  - las dimensiones de: str, -2, 2 y 1
  - las dimensiones de: kmn, 0, -2 y -2
  - las dimensiones de: zpr, -6, 0 y 6
  - las dimensiones de: vrn, -1, -2 y 2
Las ecuaciones son:
  - q1: kss es igual a vrv elevado a 1 por vrn elevado a 2
  - q2: kmn es igual a vrv elevado a 2 dividido por str elevado a 2
  - q3: zpr es igual a vrn elevado a 2 por str elevado a 2 más vrn elevado a 2 dividido por str elevado a -2 por nkr
  - q4: nsr es igual a vrv elevado a 1 por vnt elevado a 1
¿Qué dimensionally impossible?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：nsr、-1、4和-1
  - 的量纲是：vrv、-2、1和0
  - 的量纲是：vnt、1、2和-1
  - 的量纲是：nkr、0、0和0
  - 的量纲是：kss、-4、-3和4
  - 的量纲是：str、-2、2和1
  - 的量纲是：kmn、0、-2和-2
  - 的量纲是：zpr、-6、0和6
  - 的量纲是：vrn、-1、-2和2
方程如下：q1：kss等于vrv的次方是1乘以vrn的次方是2；q2：kmn等于vrv的次方是2除以str的次方是2；q3：zpr等于vrn的次方是2乘以str的次方是2加vrn的次方是2除以str的次方是-2乘以nkr；q4：nsr等于vrv的次方是1乘以vnt的次方是1。
dimensionally impossible什么？

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: nsr, -1, 4 ve -1
  - dim: vrv, -2, 1 ve 0
  - dim: vnt, 1, 2 ve -1
  - dim: nkr, 0, 0 ve 0
  - dim: kss, -4, -3 ve 4
  - dim: str, -2, 2 ve 1
  - dim: kmn, 0, -2 ve -2
  - dim: zpr, -6, 0 ve 6
  - dim: vrn, -1, -2 ve 2
Equations:
  - q1: kss vrv 1 power vrn 2 power çarpı eşittir
  - q2: kmn vrv 2 power str 2 power bölü eşittir
  - q3: zpr vrn 2 power str 2 power çarpı vrn 2 power str -2 power bölü nkr çarpı artı eşittir
  - q4: nsr vrv 1 power vnt 1 power çarpı eşittir
Dimensionally impossible ne?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: nsr, -1, 4 na -1
  - dim: vrv, -2, 1 na 0
  - dim: vnt, 1, 2 na -1
  - dim: nkr, 0, 0 na 0
  - dim: kss, -4, -3 na 4
  - dim: str, -2, 2 na 1
  - dim: kmn, 0, -2 na -2
  - dim: zpr, -6, 0 na 6
  - dim: vrn, -1, -2 na 2
Equations:
  - q1: kss ni sawa na vrv power ya 1 times vrn power ya 2
  - q2: kmn ni sawa na vrv power ya 2 divided by str power ya 2
  - q3: zpr ni sawa na vrn power ya 2 times str power ya 2 plus vrn power ya 2 divided by str power ya -2 times nkr
  - q4: nsr ni sawa na vrv power ya 1 times vnt power ya 1
Dimensionally impossible nini?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nsr, -1, 4 and -1
  - dim: vrv, -2, 1 and 0
  - dim: vnt, 1, 2 and -1
  - dim: nkr, 0, 0 and 0
  - dim: kss, -4, -3 and 4
  - dim: str, -2, 2 and 1
  - dim: kmn, 0, -2 and -2
  - dim: zpr, -6, 0 and 6
  - dim: vrn, -1, -2 and 2
Equations:
  - q1 kss equals vrv to the power 1 times vrn to the power 2
  - q2 kmn equals vrv to the power 2 divided by str to the power 2
  - q3 zpr equals vrn to the power 2 times str to the power 2 plus vrn to the power 2 divided by str to the power -2 times nkr
  - q4 nsr equals vrv to the power 1 times vnt to the power 1
What is the dimensionally impossible?

{base_dimensions: [mass length time], dimensions: [(dim nsr -1 4 -1) (dim vrv -2 1 0) (dim vnt 1 2 -1) (dim nkr 0 0 0) (dim kss -4 -3 4) (dim str -2 2 1) (dim kmn 0 -2 -2) (dim zpr -6 0 6) (dim vrn -1 -2 2)], equations: [(equation q1 (eq kss (mul (pow vrv 1) (pow vrn 2)))) (equation q2 (eq kmn (div (pow vrv 2) (pow str 2)))) (equation q3 (eq zpr (add (mul (pow vrn 2) (pow str 2)) (mul (div (pow vrn 2) (pow str -2)) nkr)))) (equation q4 (eq nsr (mul (pow vrv 1) (pow vnt 1))))], query: dimensionally_impossible}

Basis Dimensionen: Masse; Länge; Zeit.
Dimensionen:
  - dämmerig: nsr, -1, 4 und -1
  - dämmerig: vrv, -2, 1 und 0
  - dämmerig: vnt, 1, 2 und -1
  - dämmerig: nkr, 0, 0 und 0
  - dämmerig: kss, -4, -3 und 4
  - dämmerig: str, -2, 2 und 1
  - dämmerig: kmn, 0, -2 und -2
  - dämmerig: zpr, -6, 0 und 6
  - dämmerig: vrn, -1, -2 und 2
Gleichungen:
  - q1 kss gleichen vrv Macht aus 1 mal vrn Macht aus 2
  - q2 kmn gleichen vrv Macht aus 2 geteilt mit str Macht aus 2
  - q3 zpr gleichen vrn Macht aus 2 mal str Macht aus 2 plus vrn Macht aus 2 geteilt mit str Macht aus -2 mal nkr
  - q4 nsr gleichen vrv Macht aus 1 mal vnt Macht aus 1
Was dimensionally unmöglich?

Base dimensions: маса; дужина; вре́ме.
Dimensions:
  - dim: nsr, -1, 4 и -1
  - dim: vrv, -2, 1 и 0
  - dim: vnt, 1, 2 и -1
  - dim: nkr, 0, 0 и 0
  - dim: kss, -4, -3 и 4
  - dim: str, -2, 2 и 1
  - dim: kmn, 0, -2 и -2
  - dim: zpr, -6, 0 и 6
  - dim: vrn, -1, -2 и 2
Једна̀чина:
  - q1 kss је̏дна̄к vrv вла̑ст od 1 times vrn вла̑ст od 2
  - q2 kmn је̏дна̄к vrv вла̑ст od 2 divided by str вла̑ст od 2
  - q3 zpr је̏дна̄к vrn вла̑ст od 2 times str вла̑ст od 2 plus vrn вла̑ст od 2 divided by str вла̑ст od -2 times nkr
  - q4 nsr је̏дна̄к vrv вла̑ст od 1 times vnt вла̑ст od 1
Dimensionally немогућ kakav?

Perustus mitat: massa; pituus; aika.
Mitat:
  - himmeä: nsr, -1, 4 ja -1
  - himmeä: vrv, -2, 1 ja 0
  - himmeä: vnt, 1, 2 ja -1
  - himmeä: nkr, 0, 0 ja 0
  - himmeä: kss, -4, -3 ja 4
  - himmeä: str, -2, 2 ja 1
  - himmeä: kmn, 0, -2 ja -2
  - himmeä: zpr, -6, 0 ja 6
  - himmeä: vrn, -1, -2 ja 2
Yhtälöt:
  - q1 kss sama vrv valta vaille 1 kertaa vrn valta vaille 2
  - q2 kmn sama vrv valta vaille 2 jaettu kautta str valta vaille 2
  - q3 zpr sama vrn valta vaille 2 kertaa str valta vaille 2 plus vrn valta vaille 2 jaettu kautta str valta vaille -2 kertaa nkr
  - q4 nsr sama vrv valta vaille 1 kertaa vnt valta vaille 1
Mikä dimensionally mahdoton?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：nsr、-1、4和-1
  - 的量纲是：vrv、-2、1和0
  - 的量纲是：vnt、1、2和-1
  - 的量纲是：nkr、0、0和0
  - 的量纲是：kss、-4、-3和4
  - 的量纲是：str、-2、2和1
  - 的量纲是：kmn、0、-2和-2
  - 的量纲是：zpr、-6、0和6
  - 的量纲是：vrn、-1、-2和2
方程如下：q1：kss等于vrv的次方是1乘以vrn的次方是2；q2：kmn等于vrv的次方是2除以str的次方是2；q3：zpr等于vrn的次方是2乘以str的次方是2加vrn的次方是2除以str的次方是-2乘以nkr；q4：nsr等于vrv的次方是1乘以vnt的次方是1。
dimensionally impossible什么？

基礎面積:質量; 長さ; 時間.
面積:
  - 薄暗い:nsr, -1, 4と-1
  - 薄暗い:vrv, -2, 1と0
  - 薄暗い:vnt, 1, 2と-1
  - 薄暗い:nkr, 0, 0と0
  - 薄暗い:kss, -4, -3と4
  - 薄暗い:str, -2, 2と1
  - 薄暗い:kmn, 0, -2と-2
  - 薄暗い:zpr, -6, 0と6
  - 薄暗い:vrn, -1, -2と2
方程式:q1:kssvrv1力の中のvrn2力の中の掛ける等しい; q2:kmnvrv2力の中のstr2力の中の分かれた…で等しい; q3:zprvrn2力の中のstr2力の中の掛けるvrn2力の中のstr-2力の中の分かれた…でnkr掛ける足す等しい; q4:nsrvrv1力の中のvnt1力の中の掛ける等しい.
dimensionally不可能な何と?

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: nsr, -1, 4 ve -1
  - dim: vrv, -2, 1 ve 0
  - dim: vnt, 1, 2 ve -1
  - dim: nkr, 0, 0 ve 0
  - dim: kss, -4, -3 ve 4
  - dim: str, -2, 2 ve 1
  - dim: kmn, 0, -2 ve -2
  - dim: zpr, -6, 0 ve 6
  - dim: vrn, -1, -2 ve 2
Equations:
  - q1: kss vrv 1 power vrn 2 power çarpı eşittir
  - q2: kmn vrv 2 power str 2 power bölü eşittir
  - q3: zpr vrn 2 power str 2 power çarpı vrn 2 power str -2 power bölü nkr çarpı artı eşittir
  - q4: nsr vrv 1 power vnt 1 power çarpı eşittir
Dimensionally impossible ne?

أَسَاس بُعْد: كُتْلَة؛ طُول؛ زَمَان.
بُعْد:
  - dim: nsr، -1، 4 وَـ -1
  - dim: vrv، -2، 1 وَـ 0
  - dim: vnt، 1، 2 وَـ -1
  - dim: nkr، 0، 0 وَـ 0
  - dim: kss، -4، -3 وَـ 4
  - dim: str، -2، 2 وَـ 1
  - dim: kmn، 0، -2 وَـ -2
  - dim: zpr، -6، 0 وَـ 6
  - dim: vrn، -1، -2 وَـ 2
مُعَادَلَة:
  - q1 equal kss فِي قُوَّة مِنْ vrv 1 قُوَّة مِنْ vrn 2
  - q2 equal kmn divided بِـ قُوَّة مِنْ vrv 2 قُوَّة مِنْ str 2
  - q3 equal zpr زَائِد فِي قُوَّة مِنْ vrn 2 قُوَّة مِنْ str 2 فِي divided بِـ قُوَّة مِنْ vrn 2 قُوَّة مِنْ str -2 nkr
  - q4 equal nsr فِي قُوَّة مِنْ vrv 1 قُوَّة مِنْ vnt 1
dimensionally مُسْتَحِيل مَاذَا؟

Საფუძველი სიდიდეები: მასა; length; დრო.
Სიდიდეები:
  - dim: nsr, -1, 4 და -1
  - dim: vrv, -2, 1 და 0
  - dim: vnt, 1, 2 და -1
  - dim: nkr, 0, 0 და 0
  - dim: kss, -4, -3 და 4
  - dim: str, -2, 2 და 1
  - dim: kmn, 0, -2 და -2
  - dim: zpr, -6, 0 და 6
  - dim: vrn, -1, -2 და 2
Equations:
  - q1 kss vrv 1 ძალაუფლება of vrn 2 ძალაუფლება of times თანასწორი
  - q2 kmn vrv 2 ძალაუფლება of str 2 ძალაუფლება of divided by თანასწორი
  - q3 zpr vrn 2 ძალაუფლება of str 2 ძალაუფლება of times vrn 2 ძალაუფლება of str -2 ძალაუფლება of divided by nkr times plus თანასწორი
  - q4 nsr vrv 1 ძალაუფლება of vnt 1 ძალაუფლება of times თანასწორი
Dimensionally შეუძლებელი რა?

Base dimensions: papatipu; roa; wā.
Dimensions:
  - pongipongi: nsr, -1, 4 me -1
  - pongipongi: vrv, -2, 1 me 0
  - pongipongi: vnt, 1, 2 me -1
  - pongipongi: nkr, 0, 0 me 0
  - pongipongi: kss, -4, -3 me 4
  - pongipongi: str, -2, 2 me 1
  - pongipongi: kmn, 0, -2 me -2
  - pongipongi: zpr, -6, 0 me 6
  - pongipongi: vrn, -1, -2 me 2
Equations:
  - q1 equal kss times awenga o vrv 1 awenga o vrn 2
  - q2 equal kmn divided nā awenga o vrv 2 awenga o str 2
  - q3 equal zpr ngahoro times awenga o vrn 2 awenga o str 2 times divided nā awenga o vrn 2 awenga o str -2 nkr
  - q4 equal nsr times awenga o vrv 1 awenga o vnt 1
Dimensionally tē-taea unutai?

Bazơ chiều: khối lượng; chiều dài; thời gian.
Chiều:
  - mờ: nsr, -1, 4 và -1
  - mờ: vrv, -2, 1 và 0
  - mờ: vnt, 1, 2 và -1
  - mờ: nkr, 0, 0 và 0
  - mờ: kss, -4, -3 và 4
  - mờ: str, -2, 2 và 1
  - mờ: kmn, 0, -2 và -2
  - mờ: zpr, -6, 0 và 6
  - mờ: vrn, -1, -2 và 2
Phương trình:
  - q1 kss equal vrv quyền lực bằng 1 nhân vrn quyền lực bằng 2
  - q2 kmn equal vrv quyền lực bằng 2 divided bằng cách str quyền lực bằng 2
  - q3 zpr equal vrn quyền lực bằng 2 nhân str quyền lực bằng 2 cộng vrn quyền lực bằng 2 divided bằng cách str quyền lực bằng -2 nhân nkr
  - q4 nsr equal vrv quyền lực bằng 1 nhân vnt quyền lực bằng 1
Dimensionally không thể gì?

ฐานมิติ:มวล; ความยาว; เวลา.
มิติ:
  - มัว:nsr, -1, 4และ-1
  - มัว:vrv, -2, 1และ0
  - มัว:vnt, 1, 2และ-1
  - มัว:nkr, 0, 0และ0
  - มัว:kss, -4, -3และ4
  - มัว:str, -2, 2และ1
  - มัว:kmn, 0, -2และ-2
  - มัว:zpr, -6, 0และ6
  - มัว:vrn, -1, -2และ2
สมการ:
  - q1:kssเท่ากับvrvอำนาจของ1คูณvrnอำนาจของ2
  - q2:kmnเท่ากับvrvอำนาจของ2dividedโดยstrอำนาจของ2
  - q3:zprเท่ากับvrnอำนาจของ2คูณstrอำนาจของ2บวกvrnอำนาจของ2dividedโดยstrอำนาจของ-2คูณnkr
  - q4:nsrเท่ากับvrvอำนาจของ1คูณvntอำนาจของ1
dimensionallyเป็นไปไม่ได้อะไร?

base dimensions: mass; நீளம்; நேரம்.
dimensions:
  - மங்கலான: nsr, -1, 4 மற்றும் -1
  - மங்கலான: vrv, -2, 1 மற்றும் 0
  - மங்கலான: vnt, 1, 2 மற்றும் -1
  - மங்கலான: nkr, 0, 0 மற்றும் 0
  - மங்கலான: kss, -4, -3 மற்றும் 4
  - மங்கலான: str, -2, 2 மற்றும் 1
  - மங்கலான: kmn, 0, -2 மற்றும் -2
  - மங்கலான: zpr, -6, 0 மற்றும் 6
  - மங்கலான: vrn, -1, -2 மற்றும் 2
சமன்பாடு:
  - q1 kss vrv 1 கரண்ட் கொண்ட vrn 2 கரண்ட் கொண்ட times equal
  - q2 kmn vrv 2 கரண்ட் கொண்ட str 2 கரண்ட் கொண்ட divided by equal
  - q3 zpr vrn 2 கரண்ட் கொண்ட str 2 கரண்ட் கொண்ட times vrn 2 கரண்ட் கொண்ட str -2 கரண்ட் கொண்ட divided by nkr times plus equal
  - q4 nsr vrv 1 கரண்ட் கொண்ட vnt 1 கரண்ட் கொண்ட times equal
dimensionally impossible என்ன?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: nsr, -1, 4 na -1
  - dim: vrv, -2, 1 na 0
  - dim: vnt, 1, 2 na -1
  - dim: nkr, 0, 0 na 0
  - dim: kss, -4, -3 na 4
  - dim: str, -2, 2 na 1
  - dim: kmn, 0, -2 na -2
  - dim: zpr, -6, 0 na 6
  - dim: vrn, -1, -2 na 2
Equations:
  - q1: kss ni sawa na vrv power ya 1 times vrn power ya 2
  - q2: kmn ni sawa na vrv power ya 2 divided by str power ya 2
  - q3: zpr ni sawa na vrn power ya 2 times str power ya 2 plus vrn power ya 2 divided by str power ya -2 times nkr
  - q4: nsr ni sawa na vrv power ya 1 times vnt power ya 1
Dimensionally impossible nini?

Base dimensions: mass; nineezgo; ookił.
Dimensions:
  - dim: nsr, -1, 4 dóó -1
  - dim: vrv, -2, 1 dóó 0
  - dim: vnt, 1, 2 dóó -1
  - dim: nkr, 0, 0 dóó 0
  - dim: kss, -4, -3 dóó 4
  - dim: str, -2, 2 dóó 1
  - dim: kmn, 0, -2 dóó -2
  - dim: zpr, -6, 0 dóó 6
  - dim: vrn, -1, -2 dóó 2
Equations:
  - q1 kss vrv 1 power of vrn 2 power of ahą́ą́h nániilyá equal
  - q2 kmn vrv 2 power of str 2 power of divided by equal
  - q3 zpr vrn 2 power of str 2 power of ahą́ą́h nániilyá vrn 2 power of str -2 power of divided by nkr ahą́ą́h nániilyá plus equal
  - q4 nsr vrv 1 power of vnt 1 power of ahą́ą́h nániilyá equal
Dimensionally impossible haʼátʼíísh?

Base dimensions: mass; length; piffissaq.
Dimensions:
  - dim: nsr, -1, 4 aamma -1
  - dim: vrv, -2, 1 aamma 0
  - dim: vnt, 1, 2 aamma -1
  - dim: nkr, 0, 0 aamma 0
  - dim: kss, -4, -3 aamma 4
  - dim: str, -2, 2 aamma 1
  - dim: kmn, 0, -2 aamma -2
  - dim: zpr, -6, 0 aamma 6
  - dim: vrn, -1, -2 aamma 2
Assigiissitaq:
  - q1 kss vrv 1 power of vrn 2 power of times equal
  - q2 kmn vrv 2 power of str 2 power of divided by equal
  - q3 zpr vrn 2 power of str 2 power of times vrn 2 power of str -2 power of divided by nkr times plus equal
  - q4 nsr vrv 1 power of vnt 1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; taim.
Dimensions:
  - dim: nsr, -1, 4 na -1
  - dim: vrv, -2, 1 na 0
  - dim: vnt, 1, 2 na -1
  - dim: nkr, 0, 0 na 0
  - dim: kss, -4, -3 na 4
  - dim: str, -2, 2 na 1
  - dim: kmn, 0, -2 na -2
  - dim: zpr, -6, 0 na 6
  - dim: vrn, -1, -2 na 2
Equations:
  - q1 kss equal vrv power bilong 1 times vrn power bilong 2
  - q2 kmn equal vrv power bilong 2 divided by str power bilong 2
  - q3 zpr equal vrn power bilong 2 times str power bilong 2 plus vrn power bilong 2 divided by str power bilong -2 times nkr
  - q4 nsr equal vrv power bilong 1 times vnt power bilong 1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nsr, -1, 4 -1
  - dim: vrv, -2, 1 0
  - dim: vnt, 1, 2 -1
  - dim: nkr, 0, 0 0
  - dim: kss, -4, -3 4
  - dim: str, -2, 2 1
  - dim: kmn, 0, -2 -2
  - dim: zpr, -6, 0 6
  - dim: vrn, -1, -2 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
Dimensionally impossible kwèch?

Base dimensions: mass; length; ха.
Dimensions:
  - dim: nsr, -1, 4 а -1
  - dim: vrv, -2, 1 а 0
  - dim: vnt, 1, 2 а -1
  - dim: nkr, 0, 0 а 0
  - dim: kss, -4, -3 а 4
  - dim: str, -2, 2 а 1
  - dim: kmn, 0, -2 а -2
  - dim: zpr, -6, 0 а 6
  - dim: vrn, -1, -2 а 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
Dimensionally impossible фу?

기초 치수: 질량; 길이; 시간.
치수:
  - dim: nsr, -1, 4 -1
  - dim: vrv, -2, 1 0
  - dim: vnt, 1, 2 -1
  - dim: nkr, 0, 0 0
  - dim: kss, -4, -3 4
  - dim: str, -2, 2 1
  - dim: kmn, 0, -2 -2
  - dim: zpr, -6, 0 6
  - dim: vrn, -1, -2 2
방정식:
  - q1 kss vrv 1 힘 ...의 vrn 2 힘 ...의 곱하기 같다
  - q2 kmn vrv 2 힘 ...의 str 2 힘 ...의 divided ...로써 같다
  - q3 zpr vrn 2 힘 ...의 str 2 힘 ...의 곱하기 vrn 2 힘 ...의 str -2 힘 ...의 divided ...로써 nkr 곱하기 더하기 같다
  - q4 nsr vrv 1 힘 ...의 vnt 1 힘 ...의 곱하기 같다
dimensionally 불가능하다 무엇?

Base dimensions: masa; length; denbora.
Dimensions:
  - dim: nsr, -1, 4 eta -1
  - dim: vrv, -2, 1 eta 0
  - dim: vnt, 1, 2 eta -1
  - dim: nkr, 0, 0 eta 0
  - dim: kss, -4, -3 eta 4
  - dim: str, -2, 2 eta 1
  - dim: kmn, 0, -2 eta -2
  - dim: zpr, -6, 0 eta 6
  - dim: vrn, -1, -2 eta 2
Ekuazio:
  - q1 kss vrv 1 power of vrn 2 power of bider berdin
  - q2 kmn vrv 2 power of str 2 power of divided by berdin
  - q3 zpr vrn 2 power of str 2 power of bider vrn 2 power of str -2 power of divided by nkr bider gehi berdin
  - q4 nsr vrv 1 power of vnt 1 power of bider berdin
Dimensionally impossible zer?

Base dimensions: mass; ᏂᎦᏅᎯᏒ; ᎠᎵᏱᎵᏒ.
ᏂᎦᏅᎯᏒ:
  - dim: nsr, -1, 4 ᎠᎴ -1
  - dim: vrv, -2, 1 ᎠᎴ 0
  - dim: vnt, 1, 2 ᎠᎴ -1
  - dim: nkr, 0, 0 ᎠᎴ 0
  - dim: kss, -4, -3 ᎠᎴ 4
  - dim: str, -2, 2 ᎠᎴ 1
  - dim: kmn, 0, -2 ᎠᎴ -2
  - dim: zpr, -6, 0 ᎠᎴ 6
  - dim: vrn, -1, -2 ᎠᎴ 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
What dimensionally impossible?

Base dimensions: mass; karu kay; pacha.
Dimensions:
  - dim: nsr, -1, 4 -1
  - dim: vrv, -2, 1 0
  - dim: vnt, 1, 2 -1
  - dim: nkr, 0, 0 0
  - dim: kss, -4, -3 4
  - dim: str, -2, 2 1
  - dim: kmn, 0, -2 -2
  - dim: zpr, -6, 0 6
  - dim: vrn, -1, -2 2
Paqtachani:
  - q1 kss paqta vrv power of 1 times vrn power of 2
  - q2 kmn paqta vrv power of 2 divided by str power of 2
  - q3 zpr paqta vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr paqta vrv power of 1 times vnt power of 1
Dimensionally impossible what?

Base dimensions: mass; length; гъо.
Dimensions:
  - dim: nsr, -1, 4 ыкӏи -1
  - dim: vrv, -2, 1 ыкӏи 0
  - dim: vnt, 1, 2 ыкӏи -1
  - dim: nkr, 0, 0 ыкӏи 0
  - dim: kss, -4, -3 ыкӏи 4
  - dim: str, -2, 2 ыкӏи 1
  - dim: kmn, 0, -2 ыкӏи -2
  - dim: zpr, -6, 0 ыкӏи 6
  - dim: vrn, -1, -2 ыкӏи 2
Equations:
  - q1 kss vrv 1 power of vrn 2 power of times equal
  - q2 kmn vrv 2 power of str 2 power of divided by equal
  - q3 zpr vrn 2 power of str 2 power of times vrn 2 power of str -2 power of divided by nkr times plus equal
  - q4 nsr vrv 1 power of vnt 1 power of times equal
Dimensionally impossible сыд?

Base dimensions: mass; length; sijhawm.
Dimensions:
  - dim: nsr, -1, 4 thiab -1
  - dim: vrv, -2, 1 thiab 0
  - dim: vnt, 1, 2 thiab -1
  - dim: nkr, 0, 0 thiab 0
  - dim: kss, -4, -3 thiab 4
  - dim: str, -2, 2 thiab 1
  - dim: kmn, 0, -2 thiab -2
  - dim: zpr, -6, 0 thiab 6
  - dim: vrn, -1, -2 thiab 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nsr, -1, 4 -1
  - dim: vrv, -2, 1 0
  - dim: vnt, 1, 2 -1
  - dim: nkr, 0, 0 0
  - dim: kss, -4, -3 4
  - dim: str, -2, 2 1
  - dim: kmn, 0, -2 -2
  - dim: zpr, -6, 0 6
  - dim: vrn, -1, -2 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
Dimensionally impossible ining-jak?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nsr, -1, 4 micha' -1
  - dim: vrv, -2, 1 micha' 0
  - dim: vnt, 1, 2 micha' -1
  - dim: nkr, 0, 0 micha' 0
  - dim: kss, -4, -3 micha' 4
  - dim: str, -2, 2 micha' 1
  - dim: kmn, 0, -2 micha' -2
  - dim: zpr, -6, 0 micha' 6
  - dim: vrn, -1, -2 micha' 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
Dimensionally impossible nanta?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nsr, -1, 4 カ -1
  - dim: vrv, -2, 1 カ 0
  - dim: vnt, 1, 2 カ -1
  - dim: nkr, 0, 0 カ 0
  - dim: kss, -4, -3 カ 4
  - dim: str, -2, 2 カ 1
  - dim: kmn, 0, -2 カ -2
  - dim: zpr, -6, 0 カ 6
  - dim: vrn, -1, -2 カ 2
Equations:
  - q1 kss vrv 1 power of vrn 2 power of times equal
  - q2 kmn vrv 2 power of str 2 power of divided by equal
  - q3 zpr vrn 2 power of str 2 power of times vrn 2 power of str -2 power of divided by nkr times plus equal
  - q4 nsr vrv 1 power of vnt 1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nsr, -1, 4 ынкъам -1
  - dim: vrv, -2, 1 ынкъам 0
  - dim: vnt, 1, 2 ынкъам -1
  - dim: nkr, 0, 0 ынкъам 0
  - dim: kss, -4, -3 ынкъам 4
  - dim: str, -2, 2 ынкъам 1
  - dim: kmn, 0, -2 ынкъам -2
  - dim: zpr, -6, 0 ынкъам 6
  - dim: vrn, -1, -2 ынкъам 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
Dimensionally impossible what?

Base dimensions: mass; chowakil; k’iin.
Dimensions:
  - dim: nsr, -1, 4 yéetel -1
  - dim: vrv, -2, 1 yéetel 0
  - dim: vnt, 1, 2 yéetel -1
  - dim: nkr, 0, 0 yéetel 0
  - dim: kss, -4, -3 yéetel 4
  - dim: str, -2, 2 yéetel 1
  - dim: kmn, 0, -2 yéetel -2
  - dim: zpr, -6, 0 yéetel 6
  - dim: vrn, -1, -2 yéetel 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
Dimensionally impossible what?

Base dimensions: mę̀soʼóna; length; time.
Dimensions:
  - dim: nsr, -1, 4 -1
  - dim: vrv, -2, 1 0
  - dim: vnt, 1, 2 -1
  - dim: nkr, 0, 0 0
  - dim: kss, -4, -3 4
  - dim: str, -2, 2 1
  - dim: kmn, 0, -2 -2
  - dim: zpr, -6, 0 6
  - dim: vrn, -1, -2 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
Dimensionally impossible híli?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nsr, -1, 4 na -1
  - dim: vrv, -2, 1 na 0
  - dim: vnt, 1, 2 na -1
  - dim: nkr, 0, 0 na 0
  - dim: kss, -4, -3 na 4
  - dim: str, -2, 2 na 1
  - dim: kmn, 0, -2 na -2
  - dim: zpr, -6, 0 na 6
  - dim: vrn, -1, -2 na 2
Equations:
  - q1 kss vrv 1 power of vrn 2 power of times equal
  - q2 kmn vrv 2 power of str 2 power of divided by equal
  - q3 zpr vrn 2 power of str 2 power of times vrn 2 power of str -2 power of divided by nkr times plus equal
  - q4 nsr vrv 1 power of vnt 1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; ára.
Dimensions:
  - dim: nsr, -1, 4 -1
  - dim: vrv, -2, 1 0
  - dim: vnt, 1, 2 -1
  - dim: nkr, 0, 0 0
  - dim: kss, -4, -3 4
  - dim: str, -2, 2 1
  - dim: kmn, 0, -2 -2
  - dim: zpr, -6, 0 6
  - dim: vrn, -1, -2 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
Dimensionally impossible what?

Base dimensions: mass; length; pacha.
Dimensions:
  - dim: nsr, -1, 4 -1
  - dim: vrv, -2, 1 0
  - dim: vnt, 1, 2 -1
  - dim: nkr, 0, 0 0
  - dim: kss, -4, -3 4
  - dim: str, -2, 2 1
  - dim: kmn, 0, -2 -2
  - dim: zpr, -6, 0 6
  - dim: vrn, -1, -2 2
Equations:
  - q1 kss vrv 1 power of vrn 2 power of times equal
  - q2 kmn vrv 2 power of str 2 power of divided by equal
  - q3 zpr vrn 2 power of str 2 power of times vrn 2 power of str -2 power of divided by nkr times plus equal
  - q4 nsr vrv 1 power of vnt 1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; nàa kòo.
Dimensions:
  - dim: nsr, -1, 4 ǂʻá -1
  - dim: vrv, -2, 1 ǂʻá 0
  - dim: vnt, 1, 2 ǂʻá -1
  - dim: nkr, 0, 0 ǂʻá 0
  - dim: kss, -4, -3 ǂʻá 4
  - dim: str, -2, 2 ǂʻá 1
  - dim: kmn, 0, -2 ǂʻá -2
  - dim: zpr, -6, 0 ǂʻá 6
  - dim: vrn, -1, -2 ǂʻá 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
Dimensionally impossible what?

Base dimensions: mass; length; ыр.
Dimensions:
  - dim: nsr, -1, 4 -1
  - dim: vrv, -2, 1 0
  - dim: vnt, 1, 2 -1
  - dim: nkr, 0, 0 0
  - dim: kss, -4, -3 4
  - dim: str, -2, 2 1
  - dim: kmn, 0, -2 -2
  - dim: zpr, -6, 0 6
  - dim: vrn, -1, -2 2
Equations:
  - q1 kss vrv 1 power of vrn 2 power of times equal
  - q2 kmn vrv 2 power of str 2 power of divided by equal
  - q3 zpr vrn 2 power of str 2 power of times vrn 2 power of str -2 power of divided by nkr times plus equal
  - q4 nsr vrv 1 power of vnt 1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nsr, -1, 4 -1
  - dim: vrv, -2, 1 0
  - dim: vnt, 1, 2 -1
  - dim: nkr, 0, 0 0
  - dim: kss, -4, -3 4
  - dim: str, -2, 2 1
  - dim: kmn, 0, -2 -2
  - dim: zpr, -6, 0 6
  - dim: vrn, -1, -2 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nsr, -1, 4 -1
  - dim: vrv, -2, 1 0
  - dim: vnt, 1, 2 -1
  - dim: nkr, 0, 0 0
  - dim: kss, -4, -3 4
  - dim: str, -2, 2 1
  - dim: kmn, 0, -2 -2
  - dim: zpr, -6, 0 6
  - dim: vrn, -1, -2 2
Equations:
  - q1 kss vrv 1 power of vrn 2 power of times equal
  - q2 kmn vrv 2 power of str 2 power of divided by equal
  - q3 zpr vrn 2 power of str 2 power of times vrn 2 power of str -2 power of divided by nkr times plus equal
  - q4 nsr vrv 1 power of vnt 1 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nsr, -1, 4 -1
  - dim: vrv, -2, 1 0
  - dim: vnt, 1, 2 -1
  - dim: nkr, 0, 0 0
  - dim: kss, -4, -3 4
  - dim: str, -2, 2 1
  - dim: kmn, 0, -2 -2
  - dim: zpr, -6, 0 6
  - dim: vrn, -1, -2 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
Dimensionally impossible what?

Base dimensions: mass; length; kawit.
Dimensions:
  - dim: nsr, -1, 4 -1
  - dim: vrv, -2, 1 0
  - dim: vnt, 1, 2 -1
  - dim: nkr, 0, 0 0
  - dim: kss, -4, -3 4
  - dim: str, -2, 2 1
  - dim: kmn, 0, -2 -2
  - dim: zpr, -6, 0 6
  - dim: vrn, -1, -2 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
Dimensionally impossible tay?

Base dimensions : masse ; longueur ; temps.
Dimensions :
  - tamisé: nsr, -1, 4 et -1
  - tamisé: vrv, -2, 1 et 0
  - tamisé: vnt, 1, 2 et -1
  - tamisé: nkr, 0, 0 et 0
  - tamisé: kss, -4, -3 et 4
  - tamisé: str, -2, 2 et 1
  - tamisé: kmn, 0, -2 et -2
  - tamisé: zpr, -6, 0 et 6
  - tamisé: vrn, -1, -2 et 2
Équations :
  - q1 kss égaler à vrv pouvoir de 1 fois vrn pouvoir de 2
  - q2 kmn égaler à vrv pouvoir de 2 divided par str pouvoir de 2
  - q3 zpr égaler à vrn pouvoir de 2 fois str pouvoir de 2 plus vrn pouvoir de 2 divided par str pouvoir de -2 fois nkr
  - q4 nsr égaler à vrv pouvoir de 1 fois vnt pouvoir de 1
Quoi dimensionally impossible ?

Fundo dimensio: amaso; longo; tempo.
Dimensio:
  - dim: nsr, -1, 4 kaj -1
  - dim: vrv, -2, 1 kaj 0
  - dim: vnt, 1, 2 kaj -1
  - dim: nkr, 0, 0 kaj 0
  - dim: kss, -4, -3 kaj 4
  - dim: str, -2, 2 kaj 1
  - dim: kmn, 0, -2 kaj -2
  - dim: zpr, -6, 0 kaj 6
  - dim: vrn, -1, -2 kaj 2
Ekvacio:
  - q1 kss egali vrv potenco de 1 times vrn potenco de 2
  - q2 kmn egali vrv potenco de 2 dividita per str potenco de 2
  - q3 zpr egali vrn potenco de 2 times str potenco de 2 plus vrn potenco de 2 dividita per str potenco de -2 times nkr
  - q4 nsr egali vrv potenco de 1 times vnt potenco de 1
Dimensionally neebla kio?

Base dimensions: tömeg; hossz; idő.
Dimensions:
  - fénytelen: nsr, -1, 4 és -1
  - fénytelen: vrv, -2, 1 és 0
  - fénytelen: vnt, 1, 2 és -1
  - fénytelen: nkr, 0, 0 és 0
  - fénytelen: kss, -4, -3 és 4
  - fénytelen: str, -2, 2 és 1
  - fénytelen: kmn, 0, -2 és -2
  - fénytelen: zpr, -6, 0 és 6
  - fénytelen: vrn, -1, -2 és 2
Egyenletek:
  - q1 kss egyenlő vrv hatalom of 1 times vrn hatalom of 2
  - q2 kmn egyenlő vrv hatalom of 2 divided által str hatalom of 2
  - q3 zpr egyenlő vrn hatalom of 2 times str hatalom of 2 meg vrn hatalom of 2 divided által str hatalom of -2 times nkr
  - q4 nsr egyenlő vrv hatalom of 1 times vnt hatalom of 1
Dimensionally lehetetlen melyik?

base dimensions:mass; 長度; 時間.
dimensions:
  - dim:nsr, -1, 4及-1
  - dim:vrv, -2, 1及0
  - dim:vnt, 1, 2及-1
  - dim:nkr, 0, 0及0
  - dim:kss, -4, -3及4
  - dim:str, -2, 2及1
  - dim:kmn, 0, -2及-2
  - dim:zpr, -6, 0及6
  - dim:vrn, -1, -2及2
equations:
  - q1:kss匹敵vrv電力...嘅1timesvrn電力...嘅2
  - q2:kmn匹敵vrv電力...嘅2divided……之前str電力...嘅2
  - q3:zpr匹敵vrn電力...嘅2timesstr電力...嘅2plusvrn電力...嘅2divided……之前str電力...嘅-2timesnkr
  - q4:nsr匹敵vrv電力...嘅1timesvnt電力...嘅1
dimensionally冇可能嘅乜嘢?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nsr, -1, 4 とぅ -1
  - dim: vrv, -2, 1 とぅ 0
  - dim: vnt, 1, 2 とぅ -1
  - dim: nkr, 0, 0 とぅ 0
  - dim: kss, -4, -3 とぅ 4
  - dim: str, -2, 2 とぅ 1
  - dim: kmn, 0, -2 とぅ -2
  - dim: zpr, -6, 0 とぅ 6
  - dim: vrn, -1, -2 とぅ 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
Dimensionally impossible what?

Base dimensions: масса; ұзындық; уақыт.
Dimensions:
  - dim: nsr, -1, 4 және -1
  - dim: vrv, -2, 1 және 0
  - dim: vnt, 1, 2 және -1
  - dim: nkr, 0, 0 және 0
  - dim: kss, -4, -3 және 4
  - dim: str, -2, 2 және 1
  - dim: kmn, 0, -2 және -2
  - dim: zpr, -6, 0 және 6
  - dim: vrn, -1, -2 және 2
Теңдеу:
  - q1 kss equal vrv билік туралы 1 times vrn билік туралы 2
  - q2 kmn equal vrv билік туралы 2 divided қасында str билік туралы 2
  - q3 zpr equal vrn билік туралы 2 times str билік туралы 2 plus vrn билік туралы 2 divided қасында str билік туралы -2 times nkr
  - q4 nsr equal vrv билік туралы 1 times vnt билік туралы 1
Dimensionally impossible не?

בָּסִיס מֵמַד: מַסָּה; length; זְמָן.
מֵמַד:
  - כהה: nsr, -1, 4 וְ־ -1
  - כהה: vrv, -2, 1 וְ־ 0
  - כהה: vnt, 1, 2 וְ־ -1
  - כהה: nkr, 0, 0 וְ־ 0
  - כהה: kss, -4, -3 וְ־ 4
  - כהה: str, -2, 2 וְ־ 1
  - כהה: kmn, 0, -2 וְ־ -2
  - כהה: zpr, -6, 0 וְ־ 6
  - כהה: vrn, -1, -2 וְ־ 2
equations:
  - q1 kss שָׁוֶה vrv חַשְׁמַל שֶׁל 1 times vrn חַשְׁמַל שֶׁל 2
  - q2 kmn שָׁוֶה vrv חַשְׁמַל שֶׁל 2 divided על ידי str חַשְׁמַל שֶׁל 2
  - q3 zpr שָׁוֶה vrn חַשְׁמַל שֶׁל 2 times str חַשְׁמַל שֶׁל 2 פלוס vrn חַשְׁמַל שֶׁל 2 divided על ידי str חַשְׁמַל שֶׁל -2 times nkr
  - q4 nsr שָׁוֶה vrv חַשְׁמַל שֶׁל 1 times vnt חַשְׁמַל שֶׁל 1
איזה dimensionally בלתי־אפשרי?

Base dimensions: mass; length; ჟამი.
Dimensions:
  - dim: nsr, -1, 4 დო -1
  - dim: vrv, -2, 1 დო 0
  - dim: vnt, 1, 2 დო -1
  - dim: nkr, 0, 0 დო 0
  - dim: kss, -4, -3 დო 4
  - dim: str, -2, 2 დო 1
  - dim: kmn, 0, -2 დო -2
  - dim: zpr, -6, 0 დო 6
  - dim: vrn, -1, -2 დო 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
Dimensionally impossible what?

Dasar matra-matra: misa; panjang; waktu.
Matra-matra:
  - dim: nsr, -1, 4 dan -1
  - dim: vrv, -2, 1 dan 0
  - dim: vnt, 1, 2 dan -1
  - dim: nkr, 0, 0 dan 0
  - dim: kss, -4, -3 dan 4
  - dim: str, -2, 2 dan 1
  - dim: kmn, 0, -2 dan -2
  - dim: zpr, -6, 0 dan 6
  - dim: vrn, -1, -2 dan 2
Persamaan-persamaan:
  - q1 kss sederajat vrv kekuasaan dari 1 kali vrn kekuasaan dari 2
  - q2 kmn sederajat vrv kekuasaan dari 2 divided kena str kekuasaan dari 2
  - q3 zpr sederajat vrn kekuasaan dari 2 kali str kekuasaan dari 2 plus vrn kekuasaan dari 2 divided kena str kekuasaan dari -2 kali nkr
  - q4 nsr sederajat vrv kekuasaan dari 1 kali vnt kekuasaan dari 1
Dimensionally mustahil apa?

មូលដ្ឋានវិមាត្រ:ម៉ាស; ប្រវែង; កាល.
វិមាត្រ:
  - dim:nsr, -1, 4នឹង-1
  - dim:vrv, -2, 1នឹង0
  - dim:vnt, 1, 2នឹង-1
  - dim:nkr, 0, 0នឹង0
  - dim:kss, -4, -3នឹង4
  - dim:str, -2, 2នឹង1
  - dim:kmn, 0, -2នឹង-2
  - dim:zpr, -6, 0នឹង6
  - dim:vrn, -1, -2នឹង2
សមីការ:
  - q1:kssស្មើនឹងvrvអំណាចនៃ1គុណvrnអំណាចនៃ2
  - q2:kmnស្មើនឹងvrvអំណាចនៃ2divided bystrអំណាចនៃ2
  - q3:zprស្មើនឹងvrnអំណាចនៃ2គុណstrអំណាចនៃ2បូកvrnអំណាចនៃ2divided bystrអំណាចនៃ-2គុណnkr
  - q4:nsrស្មើនឹងvrvអំណាចនៃ1គុណvntអំណាចនៃ1
dimensionallyមិនអាចទៅរួចអី?

base dimensions:ມວນ; ຄວາມຍາວ; ເວລາ.
dimensions:
  - dim:nsr, -1, 4ແລະ-1
  - dim:vrv, -2, 1ແລະ0
  - dim:vnt, 1, 2ແລະ-1
  - dim:nkr, 0, 0ແລະ0
  - dim:kss, -4, -3ແລະ4
  - dim:str, -2, 2ແລະ1
  - dim:kmn, 0, -2ແລະ-2
  - dim:zpr, -6, 0ແລະ6
  - dim:vrn, -1, -2ແລະ2
ສົມຜົນ:
  - q1:kssequalvrvອາຍາຂອງ1timesvrnອາຍາຂອງ2
  - q2:kmnequalvrvອາຍາຂອງ2divided bystrອາຍາຂອງ2
  - q3:zprequalvrnອາຍາຂອງ2timesstrອາຍາຂອງ2plusvrnອາຍາຂອງ2divided bystrອາຍາຂອງ-2timesnkr
  - q4:nsrequalvrvອາຍາຂອງ1timesvntອາຍາຂອງ1
dimensionally impossibleຫຍັງ?

base dimensions: mass; పొడవు; సంఘటన.
dimensions:
  - మసక: nsr, -1, 4 మరియు -1
  - మసక: vrv, -2, 1 మరియు 0
  - మసక: vnt, 1, 2 మరియు -1
  - మసక: nkr, 0, 0 మరియు 0
  - మసక: kss, -4, -3 మరియు 4
  - మసక: str, -2, 2 మరియు 1
  - మసక: kmn, 0, -2 మరియు -2
  - మసక: zpr, -6, 0 మరియు 6
  - మసక: vrn, -1, -2 మరియు 2
equations:
  - q1 kss vrv 1 పలుకుబడి of vrn 2 పలుకుబడి of times equal
  - q2 kmn vrv 2 పలుకుబడి of str 2 పలుకుబడి of divided by equal
  - q3 zpr vrn 2 పలుకుబడి of str 2 పలుకుబడి of times vrn 2 పలుకుబడి of str -2 పలుకుబడి of divided by nkr times plus equal
  - q4 nsr vrv 1 పలుకుబడి of vnt 1 పలుకుబడి of times equal
dimensionally impossible ఏమిటి?

Base dimensions: mass; length; ìgbà.
Dimensions:
  - dim: nsr, -1, 4 -1
  - dim: vrv, -2, 1 0
  - dim: vnt, 1, 2 -1
  - dim: nkr, 0, 0 0
  - dim: kss, -4, -3 4
  - dim: str, -2, 2 1
  - dim: kmn, 0, -2 -2
  - dim: zpr, -6, 0 6
  - dim: vrn, -1, -2 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
What dimensionally impossible?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nsr, -1, 4 -1
  - dim: vrv, -2, 1 0
  - dim: vnt, 1, 2 -1
  - dim: nkr, 0, 0 0
  - dim: kss, -4, -3 4
  - dim: str, -2, 2 1
  - dim: kmn, 0, -2 -2
  - dim: zpr, -6, 0 6
  - dim: vrn, -1, -2 2
Equations:
  - q1 kss vrv 1 power of vrn 2 power of times equal
  - q2 kmn vrv 2 power of str 2 power of divided by equal
  - q3 zpr vrn 2 power of str 2 power of times vrn 2 power of str -2 power of divided by nkr times plus equal
  - q4 nsr vrv 1 power of vnt 1 power of times equal
Dimensionally impossible what?

base dimensions: mass; length; time.
dimensions:
  - dim: nsr, -1, 4 -1
  - dim: vrv, -2, 1 0
  - dim: vnt, 1, 2 -1
  - dim: nkr, 0, 0 0
  - dim: kss, -4, -3 4
  - dim: str, -2, 2 1
  - dim: kmn, 0, -2 -2
  - dim: zpr, -6, 0 6
  - dim: vrn, -1, -2 2
equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
dimensionally impossible what?

Base dimensions: mass; langa; time.
Dimensions:
  - dim: nsr, -1, 4 -1
  - dim: vrv, -2, 1 0
  - dim: vnt, 1, 2 -1
  - dim: nkr, 0, 0 0
  - dim: kss, -4, -3 4
  - dim: str, -2, 2 1
  - dim: kmn, 0, -2 -2
  - dim: zpr, -6, 0 6
  - dim: vrn, -1, -2 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: nsr, -1, 4 -1
  - dim: vrv, -2, 1 0
  - dim: vnt, 1, 2 -1
  - dim: nkr, 0, 0 0
  - dim: kss, -4, -3 4
  - dim: str, -2, 2 1
  - dim: kmn, 0, -2 -2
  - dim: zpr, -6, 0 6
  - dim: vrn, -1, -2 2
Equations:
  - q1 kss equal vrv power of 1 times vrn power of 2
  - q2 kmn equal vrv power of 2 divided by str power of 2
  - q3 zpr equal vrn power of 2 times str power of 2 plus vrn power of 2 divided by str power of -2 times nkr
  - q4 nsr equal vrv power of 1 times vnt power of 1
Dimensionally impossible what?

Base dimensions: mass; length; вахт.
Dimensions:
  - dim: nsr, -1, 4 -1
  - dim: vrv, -2, 1 0
  - dim: vnt, 1, 2 -1
  - dim: nkr, 0, 0 0
  - dim: kss, -4, -3 4
  - dim: str, -2, 2 1
  - dim: kmn, 0, -2 -2
  - dim: zpr, -6, 0 6
  - dim: vrn, -1, -2 2
Equations:
  - q1 kss vrv 1 power of vrn 2 power of times equal
  - q2 kmn vrv 2 power of str 2 power of divided by equal
  - q3 zpr vrn 2 power of str 2 power of times vrn 2 power of str -2 power of divided by nkr times plus equal
  - q4 nsr vrv 1 power of vnt 1 power of times equal
Dimensionally impossible вуч?

Base dimensions: mass; length; time.
Dimensions:
  - dim: vzr, -1, 2 and -2
  - dim: klv, 0, -1 and 0
  - dim: nvv, -1, 1 and 0
  - dim: zll, -1, -3 and 2
  - dim: smr, 0, 0 and 0
  - dim: nrt, 3, -2 and 2
  - dim: zvn, -1, -2 and 2
  - dim: smp, 0, -4 and 4
  - dim: ltp, 2, -1 and 1
Equations:
  - q1 smp equals zvn to the power 1 divided by vzr to the power 1
  - q2 nrt equals zvn to the power -1 divided by vzr to the power 2
  - q3 nvv equals vzr to the power 1 divided by klv to the power -1 plus vzr to the power 1 times klv to the power 1 times smr
  - q4 zll equals zvn to the power 1 divided by klv to the power -1
What is the dimensionally impossible?

Las dimensiones básicas son: masa; longitud; tiempo.
Las dimensiones son:
  - las dimensiones de: vzr, -1, 2 y -2
  - las dimensiones de: klv, 0, -1 y 0
  - las dimensiones de: nvv, -1, 1 y 0
  - las dimensiones de: zll, -1, -3 y 2
  - las dimensiones de: smr, 0, 0 y 0
  - las dimensiones de: nrt, 3, -2 y 2
  - las dimensiones de: zvn, -1, -2 y 2
  - las dimensiones de: smp, 0, -4 y 4
  - las dimensiones de: ltp, 2, -1 y 1
Las ecuaciones son:
  - q1: smp es igual a zvn elevado a 1 dividido por vzr elevado a 1
  - q2: nrt es igual a zvn elevado a -1 dividido por vzr elevado a 2
  - q3: nvv es igual a vzr elevado a 1 dividido por klv elevado a -1 más vzr elevado a 1 por klv elevado a 1 por smr
  - q4: zll es igual a zvn elevado a 1 dividido por klv elevado a -1
¿Qué dimensionally impossible?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：vzr、-1、2和-2
  - 的量纲是：klv、0、-1和0
  - 的量纲是：nvv、-1、1和0
  - 的量纲是：zll、-1、-3和2
  - 的量纲是：smr、0、0和0
  - 的量纲是：nrt、3、-2和2
  - 的量纲是：zvn、-1、-2和2
  - 的量纲是：smp、0、-4和4
  - 的量纲是：ltp、2、-1和1
方程如下：q1：smp等于zvn的次方是1除以vzr的次方是1；q2：nrt等于zvn的次方是-1除以vzr的次方是2；q3：nvv等于vzr的次方是1除以klv的次方是-1加vzr的次方是1乘以klv的次方是1乘以smr；q4：zll等于zvn的次方是1除以klv的次方是-1。
dimensionally impossible什么？

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: vzr, -1, 2 ve -2
  - dim: klv, 0, -1 ve 0
  - dim: nvv, -1, 1 ve 0
  - dim: zll, -1, -3 ve 2
  - dim: smr, 0, 0 ve 0
  - dim: nrt, 3, -2 ve 2
  - dim: zvn, -1, -2 ve 2
  - dim: smp, 0, -4 ve 4
  - dim: ltp, 2, -1 ve 1
Equations:
  - q1: smp zvn 1 power vzr 1 power bölü eşittir
  - q2: nrt zvn -1 power vzr 2 power bölü eşittir
  - q3: nvv vzr 1 power klv -1 power bölü vzr 1 power klv 1 power çarpı smr çarpı artı eşittir
  - q4: zll zvn 1 power klv -1 power bölü eşittir
Dimensionally impossible ne?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: vzr, -1, 2 na -2
  - dim: klv, 0, -1 na 0
  - dim: nvv, -1, 1 na 0
  - dim: zll, -1, -3 na 2
  - dim: smr, 0, 0 na 0
  - dim: nrt, 3, -2 na 2
  - dim: zvn, -1, -2 na 2
  - dim: smp, 0, -4 na 4
  - dim: ltp, 2, -1 na 1
Equations:
  - q1: smp ni sawa na zvn power ya 1 divided by vzr power ya 1
  - q2: nrt ni sawa na zvn power ya -1 divided by vzr power ya 2
  - q3: nvv ni sawa na vzr power ya 1 divided by klv power ya -1 plus vzr power ya 1 times klv power ya 1 times smr
  - q4: zll ni sawa na zvn power ya 1 divided by klv power ya -1
Dimensionally impossible nini?

Base dimensions: mass; length; time.
Dimensions:
  - dim: vzr, -1, 2 and -2
  - dim: klv, 0, -1 and 0
  - dim: nvv, -1, 1 and 0
  - dim: zll, -1, -3 and 2
  - dim: smr, 0, 0 and 0
  - dim: nrt, 3, -2 and 2
  - dim: zvn, -1, -2 and 2
  - dim: smp, 0, -4 and 4
  - dim: ltp, 2, -1 and 1
Equations:
  - q1 smp equals zvn to the power 1 divided by vzr to the power 1
  - q2 nrt equals zvn to the power -1 divided by vzr to the power 2
  - q3 nvv equals vzr to the power 1 divided by klv to the power -1 plus vzr to the power 1 times klv to the power 1 times smr
  - q4 zll equals zvn to the power 1 divided by klv to the power -1
What is the dimensionally impossible?

{base_dimensions: [mass length time], dimensions: [(dim vzr -1 2 -2) (dim klv 0 -1 0) (dim nvv -1 1 0) (dim zll -1 -3 2) (dim smr 0 0 0) (dim nrt 3 -2 2) (dim zvn -1 -2 2) (dim smp 0 -4 4) (dim ltp 2 -1 1)], equations: [(equation q1 (eq smp (div (pow zvn 1) (pow vzr 1)))) (equation q2 (eq nrt (div (pow zvn -1) (pow vzr 2)))) (equation q3 (eq nvv (add (div (pow vzr 1) (pow klv -1)) (mul (mul (pow vzr 1) (pow klv 1)) smr)))) (equation q4 (eq zll (div (pow zvn 1) (pow klv -1))))], query: dimensionally_impossible}

Basis Dimensionen: Masse; Länge; Zeit.
Dimensionen:
  - dämmerig: vzr, -1, 2 und -2
  - dämmerig: klv, 0, -1 und 0
  - dämmerig: nvv, -1, 1 und 0
  - dämmerig: zll, -1, -3 und 2
  - dämmerig: smr, 0, 0 und 0
  - dämmerig: nrt, 3, -2 und 2
  - dämmerig: zvn, -1, -2 und 2
  - dämmerig: smp, 0, -4 und 4
  - dämmerig: ltp, 2, -1 und 1
Gleichungen:
  - q1 smp gleichen zvn Macht aus 1 geteilt mit vzr Macht aus 1
  - q2 nrt gleichen zvn Macht aus -1 geteilt mit vzr Macht aus 2
  - q3 nvv gleichen vzr Macht aus 1 geteilt mit klv Macht aus -1 plus vzr Macht aus 1 mal klv Macht aus 1 mal smr
  - q4 zll gleichen zvn Macht aus 1 geteilt mit klv Macht aus -1
Was dimensionally unmöglich?

Base dimensions: маса; дужина; вре́ме.
Dimensions:
  - dim: vzr, -1, 2 и -2
  - dim: klv, 0, -1 и 0
  - dim: nvv, -1, 1 и 0
  - dim: zll, -1, -3 и 2
  - dim: smr, 0, 0 и 0
  - dim: nrt, 3, -2 и 2
  - dim: zvn, -1, -2 и 2
  - dim: smp, 0, -4 и 4
  - dim: ltp, 2, -1 и 1
Једна̀чина:
  - q1 smp је̏дна̄к zvn вла̑ст od 1 divided by vzr вла̑ст od 1
  - q2 nrt је̏дна̄к zvn вла̑ст od -1 divided by vzr вла̑ст od 2
  - q3 nvv је̏дна̄к vzr вла̑ст od 1 divided by klv вла̑ст od -1 plus vzr вла̑ст od 1 times klv вла̑ст od 1 times smr
  - q4 zll је̏дна̄к zvn вла̑ст od 1 divided by klv вла̑ст od -1
Dimensionally немогућ kakav?

Perustus mitat: massa; pituus; aika.
Mitat:
  - himmeä: vzr, -1, 2 ja -2
  - himmeä: klv, 0, -1 ja 0
  - himmeä: nvv, -1, 1 ja 0
  - himmeä: zll, -1, -3 ja 2
  - himmeä: smr, 0, 0 ja 0
  - himmeä: nrt, 3, -2 ja 2
  - himmeä: zvn, -1, -2 ja 2
  - himmeä: smp, 0, -4 ja 4
  - himmeä: ltp, 2, -1 ja 1
Yhtälöt:
  - q1 smp sama zvn valta vaille 1 jaettu kautta vzr valta vaille 1
  - q2 nrt sama zvn valta vaille -1 jaettu kautta vzr valta vaille 2
  - q3 nvv sama vzr valta vaille 1 jaettu kautta klv valta vaille -1 plus vzr valta vaille 1 kertaa klv valta vaille 1 kertaa smr
  - q4 zll sama zvn valta vaille 1 jaettu kautta klv valta vaille -1
Mikä dimensionally mahdoton?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：vzr、-1、2和-2
  - 的量纲是：klv、0、-1和0
  - 的量纲是：nvv、-1、1和0
  - 的量纲是：zll、-1、-3和2
  - 的量纲是：smr、0、0和0
  - 的量纲是：nrt、3、-2和2
  - 的量纲是：zvn、-1、-2和2
  - 的量纲是：smp、0、-4和4
  - 的量纲是：ltp、2、-1和1
方程如下：q1：smp等于zvn的次方是1除以vzr的次方是1；q2：nrt等于zvn的次方是-1除以vzr的次方是2；q3：nvv等于vzr的次方是1除以klv的次方是-1加vzr的次方是1乘以klv的次方是1乘以smr；q4：zll等于zvn的次方是1除以klv的次方是-1。
dimensionally impossible什么？

基礎面積:質量; 長さ; 時間.
面積:
  - 薄暗い:vzr, -1, 2と-2
  - 薄暗い:klv, 0, -1と0
  - 薄暗い:nvv, -1, 1と0
  - 薄暗い:zll, -1, -3と2
  - 薄暗い:smr, 0, 0と0
  - 薄暗い:nrt, 3, -2と2
  - 薄暗い:zvn, -1, -2と2
  - 薄暗い:smp, 0, -4と4
  - 薄暗い:ltp, 2, -1と1
方程式:q1:smpzvn1力の中のvzr1力の中の分かれた…で等しい; q2:nrtzvn-1力の中のvzr2力の中の分かれた…で等しい; q3:nvvvzr1力の中のklv-1力の中の分かれた…でvzr1力の中のklv1力の中の掛けるsmr掛ける足す等しい; q4:zllzvn1力の中のklv-1力の中の分かれた…で等しい.
dimensionally不可能な何と?

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: vzr, -1, 2 ve -2
  - dim: klv, 0, -1 ve 0
  - dim: nvv, -1, 1 ve 0
  - dim: zll, -1, -3 ve 2
  - dim: smr, 0, 0 ve 0
  - dim: nrt, 3, -2 ve 2
  - dim: zvn, -1, -2 ve 2
  - dim: smp, 0, -4 ve 4
  - dim: ltp, 2, -1 ve 1
Equations:
  - q1: smp zvn 1 power vzr 1 power bölü eşittir
  - q2: nrt zvn -1 power vzr 2 power bölü eşittir
  - q3: nvv vzr 1 power klv -1 power bölü vzr 1 power klv 1 power çarpı smr çarpı artı eşittir
  - q4: zll zvn 1 power klv -1 power bölü eşittir
Dimensionally impossible ne?

أَسَاس بُعْد: كُتْلَة؛ طُول؛ زَمَان.
بُعْد:
  - dim: vzr، -1، 2 وَـ -2
  - dim: klv، 0، -1 وَـ 0
  - dim: nvv، -1، 1 وَـ 0
  - dim: zll، -1، -3 وَـ 2
  - dim: smr، 0، 0 وَـ 0
  - dim: nrt، 3، -2 وَـ 2
  - dim: zvn، -1، -2 وَـ 2
  - dim: smp، 0، -4 وَـ 4
  - dim: ltp، 2، -1 وَـ 1
مُعَادَلَة:
  - q1 equal smp divided بِـ قُوَّة مِنْ zvn 1 قُوَّة مِنْ vzr 1
  - q2 equal nrt divided بِـ قُوَّة مِنْ zvn -1 قُوَّة مِنْ vzr 2
  - q3 equal nvv زَائِد divided بِـ قُوَّة مِنْ vzr 1 قُوَّة مِنْ klv -1 فِي فِي قُوَّة مِنْ vzr 1 قُوَّة مِنْ klv 1 smr
  - q4 equal zll divided بِـ قُوَّة مِنْ zvn 1 قُوَّة مِنْ klv -1
dimensionally مُسْتَحِيل مَاذَا؟

Საფუძველი სიდიდეები: მასა; length; დრო.
Სიდიდეები:
  - dim: vzr, -1, 2 და -2
  - dim: klv, 0, -1 და 0
  - dim: nvv, -1, 1 და 0
  - dim: zll, -1, -3 და 2
  - dim: smr, 0, 0 და 0
  - dim: nrt, 3, -2 და 2
  - dim: zvn, -1, -2 და 2
  - dim: smp, 0, -4 და 4
  - dim: ltp, 2, -1 და 1
Equations:
  - q1 smp zvn 1 ძალაუფლება of vzr 1 ძალაუფლება of divided by თანასწორი
  - q2 nrt zvn -1 ძალაუფლება of vzr 2 ძალაუფლება of divided by თანასწორი
  - q3 nvv vzr 1 ძალაუფლება of klv -1 ძალაუფლება of divided by vzr 1 ძალაუფლება of klv 1 ძალაუფლება of times smr times plus თანასწორი
  - q4 zll zvn 1 ძალაუფლება of klv -1 ძალაუფლება of divided by თანასწორი
Dimensionally შეუძლებელი რა?

Base dimensions: papatipu; roa; wā.
Dimensions:
  - pongipongi: vzr, -1, 2 me -2
  - pongipongi: klv, 0, -1 me 0
  - pongipongi: nvv, -1, 1 me 0
  - pongipongi: zll, -1, -3 me 2
  - pongipongi: smr, 0, 0 me 0
  - pongipongi: nrt, 3, -2 me 2
  - pongipongi: zvn, -1, -2 me 2
  - pongipongi: smp, 0, -4 me 4
  - pongipongi: ltp, 2, -1 me 1
Equations:
  - q1 equal smp divided nā awenga o zvn 1 awenga o vzr 1
  - q2 equal nrt divided nā awenga o zvn -1 awenga o vzr 2
  - q3 equal nvv ngahoro divided nā awenga o vzr 1 awenga o klv -1 times times awenga o vzr 1 awenga o klv 1 smr
  - q4 equal zll divided nā awenga o zvn 1 awenga o klv -1
Dimensionally tē-taea unutai?

Bazơ chiều: khối lượng; chiều dài; thời gian.
Chiều:
  - mờ: vzr, -1, 2 và -2
  - mờ: klv, 0, -1 và 0
  - mờ: nvv, -1, 1 và 0
  - mờ: zll, -1, -3 và 2
  - mờ: smr, 0, 0 và 0
  - mờ: nrt, 3, -2 và 2
  - mờ: zvn, -1, -2 và 2
  - mờ: smp, 0, -4 và 4
  - mờ: ltp, 2, -1 và 1
Phương trình:
  - q1 smp equal zvn quyền lực bằng 1 divided bằng cách vzr quyền lực bằng 1
  - q2 nrt equal zvn quyền lực bằng -1 divided bằng cách vzr quyền lực bằng 2
  - q3 nvv equal vzr quyền lực bằng 1 divided bằng cách klv quyền lực bằng -1 cộng vzr quyền lực bằng 1 nhân klv quyền lực bằng 1 nhân smr
  - q4 zll equal zvn quyền lực bằng 1 divided bằng cách klv quyền lực bằng -1
Dimensionally không thể gì?

ฐานมิติ:มวล; ความยาว; เวลา.
มิติ:
  - มัว:vzr, -1, 2และ-2
  - มัว:klv, 0, -1และ0
  - มัว:nvv, -1, 1และ0
  - มัว:zll, -1, -3และ2
  - มัว:smr, 0, 0และ0
  - มัว:nrt, 3, -2และ2
  - มัว:zvn, -1, -2และ2
  - มัว:smp, 0, -4และ4
  - มัว:ltp, 2, -1และ1
สมการ:
  - q1:smpเท่ากับzvnอำนาจของ1dividedโดยvzrอำนาจของ1
  - q2:nrtเท่ากับzvnอำนาจของ-1dividedโดยvzrอำนาจของ2
  - q3:nvvเท่ากับvzrอำนาจของ1dividedโดยklvอำนาจของ-1บวกvzrอำนาจของ1คูณklvอำนาจของ1คูณsmr
  - q4:zllเท่ากับzvnอำนาจของ1dividedโดยklvอำนาจของ-1
dimensionallyเป็นไปไม่ได้อะไร?

base dimensions: mass; நீளம்; நேரம்.
dimensions:
  - மங்கலான: vzr, -1, 2 மற்றும் -2
  - மங்கலான: klv, 0, -1 மற்றும் 0
  - மங்கலான: nvv, -1, 1 மற்றும் 0
  - மங்கலான: zll, -1, -3 மற்றும் 2
  - மங்கலான: smr, 0, 0 மற்றும் 0
  - மங்கலான: nrt, 3, -2 மற்றும் 2
  - மங்கலான: zvn, -1, -2 மற்றும் 2
  - மங்கலான: smp, 0, -4 மற்றும் 4
  - மங்கலான: ltp, 2, -1 மற்றும் 1
சமன்பாடு:
  - q1 smp zvn 1 கரண்ட் கொண்ட vzr 1 கரண்ட் கொண்ட divided by equal
  - q2 nrt zvn -1 கரண்ட் கொண்ட vzr 2 கரண்ட் கொண்ட divided by equal
  - q3 nvv vzr 1 கரண்ட் கொண்ட klv -1 கரண்ட் கொண்ட divided by vzr 1 கரண்ட் கொண்ட klv 1 கரண்ட் கொண்ட times smr times plus equal
  - q4 zll zvn 1 கரண்ட் கொண்ட klv -1 கரண்ட் கொண்ட divided by equal
dimensionally impossible என்ன?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: vzr, -1, 2 na -2
  - dim: klv, 0, -1 na 0
  - dim: nvv, -1, 1 na 0
  - dim: zll, -1, -3 na 2
  - dim: smr, 0, 0 na 0
  - dim: nrt, 3, -2 na 2
  - dim: zvn, -1, -2 na 2
  - dim: smp, 0, -4 na 4
  - dim: ltp, 2, -1 na 1
Equations:
  - q1: smp ni sawa na zvn power ya 1 divided by vzr power ya 1
  - q2: nrt ni sawa na zvn power ya -1 divided by vzr power ya 2
  - q3: nvv ni sawa na vzr power ya 1 divided by klv power ya -1 plus vzr power ya 1 times klv power ya 1 times smr
  - q4: zll ni sawa na zvn power ya 1 divided by klv power ya -1
Dimensionally impossible nini?

Base dimensions: mass; nineezgo; ookił.
Dimensions:
  - dim: vzr, -1, 2 dóó -2
  - dim: klv, 0, -1 dóó 0
  - dim: nvv, -1, 1 dóó 0
  - dim: zll, -1, -3 dóó 2
  - dim: smr, 0, 0 dóó 0
  - dim: nrt, 3, -2 dóó 2
  - dim: zvn, -1, -2 dóó 2
  - dim: smp, 0, -4 dóó 4
  - dim: ltp, 2, -1 dóó 1
Equations:
  - q1 smp zvn 1 power of vzr 1 power of divided by equal
  - q2 nrt zvn -1 power of vzr 2 power of divided by equal
  - q3 nvv vzr 1 power of klv -1 power of divided by vzr 1 power of klv 1 power of ahą́ą́h nániilyá smr ahą́ą́h nániilyá plus equal
  - q4 zll zvn 1 power of klv -1 power of divided by equal
Dimensionally impossible haʼátʼíísh?

Base dimensions: mass; length; piffissaq.
Dimensions:
  - dim: vzr, -1, 2 aamma -2
  - dim: klv, 0, -1 aamma 0
  - dim: nvv, -1, 1 aamma 0
  - dim: zll, -1, -3 aamma 2
  - dim: smr, 0, 0 aamma 0
  - dim: nrt, 3, -2 aamma 2
  - dim: zvn, -1, -2 aamma 2
  - dim: smp, 0, -4 aamma 4
  - dim: ltp, 2, -1 aamma 1
Assigiissitaq:
  - q1 smp zvn 1 power of vzr 1 power of divided by equal
  - q2 nrt zvn -1 power of vzr 2 power of divided by equal
  - q3 nvv vzr 1 power of klv -1 power of divided by vzr 1 power of klv 1 power of times smr times plus equal
  - q4 zll zvn 1 power of klv -1 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; taim.
Dimensions:
  - dim: vzr, -1, 2 na -2
  - dim: klv, 0, -1 na 0
  - dim: nvv, -1, 1 na 0
  - dim: zll, -1, -3 na 2
  - dim: smr, 0, 0 na 0
  - dim: nrt, 3, -2 na 2
  - dim: zvn, -1, -2 na 2
  - dim: smp, 0, -4 na 4
  - dim: ltp, 2, -1 na 1
Equations:
  - q1 smp equal zvn power bilong 1 divided by vzr power bilong 1
  - q2 nrt equal zvn power bilong -1 divided by vzr power bilong 2
  - q3 nvv equal vzr power bilong 1 divided by klv power bilong -1 plus vzr power bilong 1 times klv power bilong 1 times smr
  - q4 zll equal zvn power bilong 1 divided by klv power bilong -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: vzr, -1, 2 -2
  - dim: klv, 0, -1 0
  - dim: nvv, -1, 1 0
  - dim: zll, -1, -3 2
  - dim: smr, 0, 0 0
  - dim: nrt, 3, -2 2
  - dim: zvn, -1, -2 2
  - dim: smp, 0, -4 4
  - dim: ltp, 2, -1 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
Dimensionally impossible kwèch?

Base dimensions: mass; length; ха.
Dimensions:
  - dim: vzr, -1, 2 а -2
  - dim: klv, 0, -1 а 0
  - dim: nvv, -1, 1 а 0
  - dim: zll, -1, -3 а 2
  - dim: smr, 0, 0 а 0
  - dim: nrt, 3, -2 а 2
  - dim: zvn, -1, -2 а 2
  - dim: smp, 0, -4 а 4
  - dim: ltp, 2, -1 а 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
Dimensionally impossible фу?

기초 치수: 질량; 길이; 시간.
치수:
  - dim: vzr, -1, 2 -2
  - dim: klv, 0, -1 0
  - dim: nvv, -1, 1 0
  - dim: zll, -1, -3 2
  - dim: smr, 0, 0 0
  - dim: nrt, 3, -2 2
  - dim: zvn, -1, -2 2
  - dim: smp, 0, -4 4
  - dim: ltp, 2, -1 1
방정식:
  - q1 smp zvn 1 힘 ...의 vzr 1 힘 ...의 divided ...로써 같다
  - q2 nrt zvn -1 힘 ...의 vzr 2 힘 ...의 divided ...로써 같다
  - q3 nvv vzr 1 힘 ...의 klv -1 힘 ...의 divided ...로써 vzr 1 힘 ...의 klv 1 힘 ...의 곱하기 smr 곱하기 더하기 같다
  - q4 zll zvn 1 힘 ...의 klv -1 힘 ...의 divided ...로써 같다
dimensionally 불가능하다 무엇?

Base dimensions: masa; length; denbora.
Dimensions:
  - dim: vzr, -1, 2 eta -2
  - dim: klv, 0, -1 eta 0
  - dim: nvv, -1, 1 eta 0
  - dim: zll, -1, -3 eta 2
  - dim: smr, 0, 0 eta 0
  - dim: nrt, 3, -2 eta 2
  - dim: zvn, -1, -2 eta 2
  - dim: smp, 0, -4 eta 4
  - dim: ltp, 2, -1 eta 1
Ekuazio:
  - q1 smp zvn 1 power of vzr 1 power of divided by berdin
  - q2 nrt zvn -1 power of vzr 2 power of divided by berdin
  - q3 nvv vzr 1 power of klv -1 power of divided by vzr 1 power of klv 1 power of bider smr bider gehi berdin
  - q4 zll zvn 1 power of klv -1 power of divided by berdin
Dimensionally impossible zer?

Base dimensions: mass; ᏂᎦᏅᎯᏒ; ᎠᎵᏱᎵᏒ.
ᏂᎦᏅᎯᏒ:
  - dim: vzr, -1, 2 ᎠᎴ -2
  - dim: klv, 0, -1 ᎠᎴ 0
  - dim: nvv, -1, 1 ᎠᎴ 0
  - dim: zll, -1, -3 ᎠᎴ 2
  - dim: smr, 0, 0 ᎠᎴ 0
  - dim: nrt, 3, -2 ᎠᎴ 2
  - dim: zvn, -1, -2 ᎠᎴ 2
  - dim: smp, 0, -4 ᎠᎴ 4
  - dim: ltp, 2, -1 ᎠᎴ 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
What dimensionally impossible?

Base dimensions: mass; karu kay; pacha.
Dimensions:
  - dim: vzr, -1, 2 -2
  - dim: klv, 0, -1 0
  - dim: nvv, -1, 1 0
  - dim: zll, -1, -3 2
  - dim: smr, 0, 0 0
  - dim: nrt, 3, -2 2
  - dim: zvn, -1, -2 2
  - dim: smp, 0, -4 4
  - dim: ltp, 2, -1 1
Paqtachani:
  - q1 smp paqta zvn power of 1 divided by vzr power of 1
  - q2 nrt paqta zvn power of -1 divided by vzr power of 2
  - q3 nvv paqta vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll paqta zvn power of 1 divided by klv power of -1
Dimensionally impossible what?

Base dimensions: mass; length; гъо.
Dimensions:
  - dim: vzr, -1, 2 ыкӏи -2
  - dim: klv, 0, -1 ыкӏи 0
  - dim: nvv, -1, 1 ыкӏи 0
  - dim: zll, -1, -3 ыкӏи 2
  - dim: smr, 0, 0 ыкӏи 0
  - dim: nrt, 3, -2 ыкӏи 2
  - dim: zvn, -1, -2 ыкӏи 2
  - dim: smp, 0, -4 ыкӏи 4
  - dim: ltp, 2, -1 ыкӏи 1
Equations:
  - q1 smp zvn 1 power of vzr 1 power of divided by equal
  - q2 nrt zvn -1 power of vzr 2 power of divided by equal
  - q3 nvv vzr 1 power of klv -1 power of divided by vzr 1 power of klv 1 power of times smr times plus equal
  - q4 zll zvn 1 power of klv -1 power of divided by equal
Dimensionally impossible сыд?

Base dimensions: mass; length; sijhawm.
Dimensions:
  - dim: vzr, -1, 2 thiab -2
  - dim: klv, 0, -1 thiab 0
  - dim: nvv, -1, 1 thiab 0
  - dim: zll, -1, -3 thiab 2
  - dim: smr, 0, 0 thiab 0
  - dim: nrt, 3, -2 thiab 2
  - dim: zvn, -1, -2 thiab 2
  - dim: smp, 0, -4 thiab 4
  - dim: ltp, 2, -1 thiab 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: vzr, -1, 2 -2
  - dim: klv, 0, -1 0
  - dim: nvv, -1, 1 0
  - dim: zll, -1, -3 2
  - dim: smr, 0, 0 0
  - dim: nrt, 3, -2 2
  - dim: zvn, -1, -2 2
  - dim: smp, 0, -4 4
  - dim: ltp, 2, -1 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
Dimensionally impossible ining-jak?

Base dimensions: mass; length; time.
Dimensions:
  - dim: vzr, -1, 2 micha' -2
  - dim: klv, 0, -1 micha' 0
  - dim: nvv, -1, 1 micha' 0
  - dim: zll, -1, -3 micha' 2
  - dim: smr, 0, 0 micha' 0
  - dim: nrt, 3, -2 micha' 2
  - dim: zvn, -1, -2 micha' 2
  - dim: smp, 0, -4 micha' 4
  - dim: ltp, 2, -1 micha' 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
Dimensionally impossible nanta?

Base dimensions: mass; length; time.
Dimensions:
  - dim: vzr, -1, 2 カ -2
  - dim: klv, 0, -1 カ 0
  - dim: nvv, -1, 1 カ 0
  - dim: zll, -1, -3 カ 2
  - dim: smr, 0, 0 カ 0
  - dim: nrt, 3, -2 カ 2
  - dim: zvn, -1, -2 カ 2
  - dim: smp, 0, -4 カ 4
  - dim: ltp, 2, -1 カ 1
Equations:
  - q1 smp zvn 1 power of vzr 1 power of divided by equal
  - q2 nrt zvn -1 power of vzr 2 power of divided by equal
  - q3 nvv vzr 1 power of klv -1 power of divided by vzr 1 power of klv 1 power of times smr times plus equal
  - q4 zll zvn 1 power of klv -1 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: vzr, -1, 2 ынкъам -2
  - dim: klv, 0, -1 ынкъам 0
  - dim: nvv, -1, 1 ынкъам 0
  - dim: zll, -1, -3 ынкъам 2
  - dim: smr, 0, 0 ынкъам 0
  - dim: nrt, 3, -2 ынкъам 2
  - dim: zvn, -1, -2 ынкъам 2
  - dim: smp, 0, -4 ынкъам 4
  - dim: ltp, 2, -1 ынкъам 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
Dimensionally impossible what?

Base dimensions: mass; chowakil; k’iin.
Dimensions:
  - dim: vzr, -1, 2 yéetel -2
  - dim: klv, 0, -1 yéetel 0
  - dim: nvv, -1, 1 yéetel 0
  - dim: zll, -1, -3 yéetel 2
  - dim: smr, 0, 0 yéetel 0
  - dim: nrt, 3, -2 yéetel 2
  - dim: zvn, -1, -2 yéetel 2
  - dim: smp, 0, -4 yéetel 4
  - dim: ltp, 2, -1 yéetel 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
Dimensionally impossible what?

Base dimensions: mę̀soʼóna; length; time.
Dimensions:
  - dim: vzr, -1, 2 -2
  - dim: klv, 0, -1 0
  - dim: nvv, -1, 1 0
  - dim: zll, -1, -3 2
  - dim: smr, 0, 0 0
  - dim: nrt, 3, -2 2
  - dim: zvn, -1, -2 2
  - dim: smp, 0, -4 4
  - dim: ltp, 2, -1 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
Dimensionally impossible híli?

Base dimensions: mass; length; time.
Dimensions:
  - dim: vzr, -1, 2 na -2
  - dim: klv, 0, -1 na 0
  - dim: nvv, -1, 1 na 0
  - dim: zll, -1, -3 na 2
  - dim: smr, 0, 0 na 0
  - dim: nrt, 3, -2 na 2
  - dim: zvn, -1, -2 na 2
  - dim: smp, 0, -4 na 4
  - dim: ltp, 2, -1 na 1
Equations:
  - q1 smp zvn 1 power of vzr 1 power of divided by equal
  - q2 nrt zvn -1 power of vzr 2 power of divided by equal
  - q3 nvv vzr 1 power of klv -1 power of divided by vzr 1 power of klv 1 power of times smr times plus equal
  - q4 zll zvn 1 power of klv -1 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; ára.
Dimensions:
  - dim: vzr, -1, 2 -2
  - dim: klv, 0, -1 0
  - dim: nvv, -1, 1 0
  - dim: zll, -1, -3 2
  - dim: smr, 0, 0 0
  - dim: nrt, 3, -2 2
  - dim: zvn, -1, -2 2
  - dim: smp, 0, -4 4
  - dim: ltp, 2, -1 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
Dimensionally impossible what?

Base dimensions: mass; length; pacha.
Dimensions:
  - dim: vzr, -1, 2 -2
  - dim: klv, 0, -1 0
  - dim: nvv, -1, 1 0
  - dim: zll, -1, -3 2
  - dim: smr, 0, 0 0
  - dim: nrt, 3, -2 2
  - dim: zvn, -1, -2 2
  - dim: smp, 0, -4 4
  - dim: ltp, 2, -1 1
Equations:
  - q1 smp zvn 1 power of vzr 1 power of divided by equal
  - q2 nrt zvn -1 power of vzr 2 power of divided by equal
  - q3 nvv vzr 1 power of klv -1 power of divided by vzr 1 power of klv 1 power of times smr times plus equal
  - q4 zll zvn 1 power of klv -1 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; nàa kòo.
Dimensions:
  - dim: vzr, -1, 2 ǂʻá -2
  - dim: klv, 0, -1 ǂʻá 0
  - dim: nvv, -1, 1 ǂʻá 0
  - dim: zll, -1, -3 ǂʻá 2
  - dim: smr, 0, 0 ǂʻá 0
  - dim: nrt, 3, -2 ǂʻá 2
  - dim: zvn, -1, -2 ǂʻá 2
  - dim: smp, 0, -4 ǂʻá 4
  - dim: ltp, 2, -1 ǂʻá 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
Dimensionally impossible what?

Base dimensions: mass; length; ыр.
Dimensions:
  - dim: vzr, -1, 2 -2
  - dim: klv, 0, -1 0
  - dim: nvv, -1, 1 0
  - dim: zll, -1, -3 2
  - dim: smr, 0, 0 0
  - dim: nrt, 3, -2 2
  - dim: zvn, -1, -2 2
  - dim: smp, 0, -4 4
  - dim: ltp, 2, -1 1
Equations:
  - q1 smp zvn 1 power of vzr 1 power of divided by equal
  - q2 nrt zvn -1 power of vzr 2 power of divided by equal
  - q3 nvv vzr 1 power of klv -1 power of divided by vzr 1 power of klv 1 power of times smr times plus equal
  - q4 zll zvn 1 power of klv -1 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: vzr, -1, 2 -2
  - dim: klv, 0, -1 0
  - dim: nvv, -1, 1 0
  - dim: zll, -1, -3 2
  - dim: smr, 0, 0 0
  - dim: nrt, 3, -2 2
  - dim: zvn, -1, -2 2
  - dim: smp, 0, -4 4
  - dim: ltp, 2, -1 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: vzr, -1, 2 -2
  - dim: klv, 0, -1 0
  - dim: nvv, -1, 1 0
  - dim: zll, -1, -3 2
  - dim: smr, 0, 0 0
  - dim: nrt, 3, -2 2
  - dim: zvn, -1, -2 2
  - dim: smp, 0, -4 4
  - dim: ltp, 2, -1 1
Equations:
  - q1 smp zvn 1 power of vzr 1 power of divided by equal
  - q2 nrt zvn -1 power of vzr 2 power of divided by equal
  - q3 nvv vzr 1 power of klv -1 power of divided by vzr 1 power of klv 1 power of times smr times plus equal
  - q4 zll zvn 1 power of klv -1 power of divided by equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: vzr, -1, 2 -2
  - dim: klv, 0, -1 0
  - dim: nvv, -1, 1 0
  - dim: zll, -1, -3 2
  - dim: smr, 0, 0 0
  - dim: nrt, 3, -2 2
  - dim: zvn, -1, -2 2
  - dim: smp, 0, -4 4
  - dim: ltp, 2, -1 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
Dimensionally impossible what?

Base dimensions: mass; length; kawit.
Dimensions:
  - dim: vzr, -1, 2 -2
  - dim: klv, 0, -1 0
  - dim: nvv, -1, 1 0
  - dim: zll, -1, -3 2
  - dim: smr, 0, 0 0
  - dim: nrt, 3, -2 2
  - dim: zvn, -1, -2 2
  - dim: smp, 0, -4 4
  - dim: ltp, 2, -1 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
Dimensionally impossible tay?

Base dimensions : masse ; longueur ; temps.
Dimensions :
  - tamisé: vzr, -1, 2 et -2
  - tamisé: klv, 0, -1 et 0
  - tamisé: nvv, -1, 1 et 0
  - tamisé: zll, -1, -3 et 2
  - tamisé: smr, 0, 0 et 0
  - tamisé: nrt, 3, -2 et 2
  - tamisé: zvn, -1, -2 et 2
  - tamisé: smp, 0, -4 et 4
  - tamisé: ltp, 2, -1 et 1
Équations :
  - q1 smp égaler à zvn pouvoir de 1 divided par vzr pouvoir de 1
  - q2 nrt égaler à zvn pouvoir de -1 divided par vzr pouvoir de 2
  - q3 nvv égaler à vzr pouvoir de 1 divided par klv pouvoir de -1 plus vzr pouvoir de 1 fois klv pouvoir de 1 fois smr
  - q4 zll égaler à zvn pouvoir de 1 divided par klv pouvoir de -1
Quoi dimensionally impossible ?

Fundo dimensio: amaso; longo; tempo.
Dimensio:
  - dim: vzr, -1, 2 kaj -2
  - dim: klv, 0, -1 kaj 0
  - dim: nvv, -1, 1 kaj 0
  - dim: zll, -1, -3 kaj 2
  - dim: smr, 0, 0 kaj 0
  - dim: nrt, 3, -2 kaj 2
  - dim: zvn, -1, -2 kaj 2
  - dim: smp, 0, -4 kaj 4
  - dim: ltp, 2, -1 kaj 1
Ekvacio:
  - q1 smp egali zvn potenco de 1 dividita per vzr potenco de 1
  - q2 nrt egali zvn potenco de -1 dividita per vzr potenco de 2
  - q3 nvv egali vzr potenco de 1 dividita per klv potenco de -1 plus vzr potenco de 1 times klv potenco de 1 times smr
  - q4 zll egali zvn potenco de 1 dividita per klv potenco de -1
Dimensionally neebla kio?

Base dimensions: tömeg; hossz; idő.
Dimensions:
  - fénytelen: vzr, -1, 2 és -2
  - fénytelen: klv, 0, -1 és 0
  - fénytelen: nvv, -1, 1 és 0
  - fénytelen: zll, -1, -3 és 2
  - fénytelen: smr, 0, 0 és 0
  - fénytelen: nrt, 3, -2 és 2
  - fénytelen: zvn, -1, -2 és 2
  - fénytelen: smp, 0, -4 és 4
  - fénytelen: ltp, 2, -1 és 1
Egyenletek:
  - q1 smp egyenlő zvn hatalom of 1 divided által vzr hatalom of 1
  - q2 nrt egyenlő zvn hatalom of -1 divided által vzr hatalom of 2
  - q3 nvv egyenlő vzr hatalom of 1 divided által klv hatalom of -1 meg vzr hatalom of 1 times klv hatalom of 1 times smr
  - q4 zll egyenlő zvn hatalom of 1 divided által klv hatalom of -1
Dimensionally lehetetlen melyik?

base dimensions:mass; 長度; 時間.
dimensions:
  - dim:vzr, -1, 2及-2
  - dim:klv, 0, -1及0
  - dim:nvv, -1, 1及0
  - dim:zll, -1, -3及2
  - dim:smr, 0, 0及0
  - dim:nrt, 3, -2及2
  - dim:zvn, -1, -2及2
  - dim:smp, 0, -4及4
  - dim:ltp, 2, -1及1
equations:
  - q1:smp匹敵zvn電力...嘅1divided……之前vzr電力...嘅1
  - q2:nrt匹敵zvn電力...嘅-1divided……之前vzr電力...嘅2
  - q3:nvv匹敵vzr電力...嘅1divided……之前klv電力...嘅-1plusvzr電力...嘅1timesklv電力...嘅1timessmr
  - q4:zll匹敵zvn電力...嘅1divided……之前klv電力...嘅-1
dimensionally冇可能嘅乜嘢?

Base dimensions: mass; length; time.
Dimensions:
  - dim: vzr, -1, 2 とぅ -2
  - dim: klv, 0, -1 とぅ 0
  - dim: nvv, -1, 1 とぅ 0
  - dim: zll, -1, -3 とぅ 2
  - dim: smr, 0, 0 とぅ 0
  - dim: nrt, 3, -2 とぅ 2
  - dim: zvn, -1, -2 とぅ 2
  - dim: smp, 0, -4 とぅ 4
  - dim: ltp, 2, -1 とぅ 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
Dimensionally impossible what?

Base dimensions: масса; ұзындық; уақыт.
Dimensions:
  - dim: vzr, -1, 2 және -2
  - dim: klv, 0, -1 және 0
  - dim: nvv, -1, 1 және 0
  - dim: zll, -1, -3 және 2
  - dim: smr, 0, 0 және 0
  - dim: nrt, 3, -2 және 2
  - dim: zvn, -1, -2 және 2
  - dim: smp, 0, -4 және 4
  - dim: ltp, 2, -1 және 1
Теңдеу:
  - q1 smp equal zvn билік туралы 1 divided қасында vzr билік туралы 1
  - q2 nrt equal zvn билік туралы -1 divided қасында vzr билік туралы 2
  - q3 nvv equal vzr билік туралы 1 divided қасында klv билік туралы -1 plus vzr билік туралы 1 times klv билік туралы 1 times smr
  - q4 zll equal zvn билік туралы 1 divided қасында klv билік туралы -1
Dimensionally impossible не?

בָּסִיס מֵמַד: מַסָּה; length; זְמָן.
מֵמַד:
  - כהה: vzr, -1, 2 וְ־ -2
  - כהה: klv, 0, -1 וְ־ 0
  - כהה: nvv, -1, 1 וְ־ 0
  - כהה: zll, -1, -3 וְ־ 2
  - כהה: smr, 0, 0 וְ־ 0
  - כהה: nrt, 3, -2 וְ־ 2
  - כהה: zvn, -1, -2 וְ־ 2
  - כהה: smp, 0, -4 וְ־ 4
  - כהה: ltp, 2, -1 וְ־ 1
equations:
  - q1 smp שָׁוֶה zvn חַשְׁמַל שֶׁל 1 divided על ידי vzr חַשְׁמַל שֶׁל 1
  - q2 nrt שָׁוֶה zvn חַשְׁמַל שֶׁל -1 divided על ידי vzr חַשְׁמַל שֶׁל 2
  - q3 nvv שָׁוֶה vzr חַשְׁמַל שֶׁל 1 divided על ידי klv חַשְׁמַל שֶׁל -1 פלוס vzr חַשְׁמַל שֶׁל 1 times klv חַשְׁמַל שֶׁל 1 times smr
  - q4 zll שָׁוֶה zvn חַשְׁמַל שֶׁל 1 divided על ידי klv חַשְׁמַל שֶׁל -1
איזה dimensionally בלתי־אפשרי?

Base dimensions: mass; length; ჟამი.
Dimensions:
  - dim: vzr, -1, 2 დო -2
  - dim: klv, 0, -1 დო 0
  - dim: nvv, -1, 1 დო 0
  - dim: zll, -1, -3 დო 2
  - dim: smr, 0, 0 დო 0
  - dim: nrt, 3, -2 დო 2
  - dim: zvn, -1, -2 დო 2
  - dim: smp, 0, -4 დო 4
  - dim: ltp, 2, -1 დო 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
Dimensionally impossible what?

Dasar matra-matra: misa; panjang; waktu.
Matra-matra:
  - dim: vzr, -1, 2 dan -2
  - dim: klv, 0, -1 dan 0
  - dim: nvv, -1, 1 dan 0
  - dim: zll, -1, -3 dan 2
  - dim: smr, 0, 0 dan 0
  - dim: nrt, 3, -2 dan 2
  - dim: zvn, -1, -2 dan 2
  - dim: smp, 0, -4 dan 4
  - dim: ltp, 2, -1 dan 1
Persamaan-persamaan:
  - q1 smp sederajat zvn kekuasaan dari 1 divided kena vzr kekuasaan dari 1
  - q2 nrt sederajat zvn kekuasaan dari -1 divided kena vzr kekuasaan dari 2
  - q3 nvv sederajat vzr kekuasaan dari 1 divided kena klv kekuasaan dari -1 plus vzr kekuasaan dari 1 kali klv kekuasaan dari 1 kali smr
  - q4 zll sederajat zvn kekuasaan dari 1 divided kena klv kekuasaan dari -1
Dimensionally mustahil apa?

មូលដ្ឋានវិមាត្រ:ម៉ាស; ប្រវែង; កាល.
វិមាត្រ:
  - dim:vzr, -1, 2នឹង-2
  - dim:klv, 0, -1នឹង0
  - dim:nvv, -1, 1នឹង0
  - dim:zll, -1, -3នឹង2
  - dim:smr, 0, 0នឹង0
  - dim:nrt, 3, -2នឹង2
  - dim:zvn, -1, -2នឹង2
  - dim:smp, 0, -4នឹង4
  - dim:ltp, 2, -1នឹង1
សមីការ:
  - q1:smpស្មើនឹងzvnអំណាចនៃ1divided byvzrអំណាចនៃ1
  - q2:nrtស្មើនឹងzvnអំណាចនៃ-1divided byvzrអំណាចនៃ2
  - q3:nvvស្មើនឹងvzrអំណាចនៃ1divided byklvអំណាចនៃ-1បូកvzrអំណាចនៃ1គុណklvអំណាចនៃ1គុណsmr
  - q4:zllស្មើនឹងzvnអំណាចនៃ1divided byklvអំណាចនៃ-1
dimensionallyមិនអាចទៅរួចអី?

base dimensions:ມວນ; ຄວາມຍາວ; ເວລາ.
dimensions:
  - dim:vzr, -1, 2ແລະ-2
  - dim:klv, 0, -1ແລະ0
  - dim:nvv, -1, 1ແລະ0
  - dim:zll, -1, -3ແລະ2
  - dim:smr, 0, 0ແລະ0
  - dim:nrt, 3, -2ແລະ2
  - dim:zvn, -1, -2ແລະ2
  - dim:smp, 0, -4ແລະ4
  - dim:ltp, 2, -1ແລະ1
ສົມຜົນ:
  - q1:smpequalzvnອາຍາຂອງ1divided byvzrອາຍາຂອງ1
  - q2:nrtequalzvnອາຍາຂອງ-1divided byvzrອາຍາຂອງ2
  - q3:nvvequalvzrອາຍາຂອງ1divided byklvອາຍາຂອງ-1plusvzrອາຍາຂອງ1timesklvອາຍາຂອງ1timessmr
  - q4:zllequalzvnອາຍາຂອງ1divided byklvອາຍາຂອງ-1
dimensionally impossibleຫຍັງ?

base dimensions: mass; పొడవు; సంఘటన.
dimensions:
  - మసక: vzr, -1, 2 మరియు -2
  - మసక: klv, 0, -1 మరియు 0
  - మసక: nvv, -1, 1 మరియు 0
  - మసక: zll, -1, -3 మరియు 2
  - మసక: smr, 0, 0 మరియు 0
  - మసక: nrt, 3, -2 మరియు 2
  - మసక: zvn, -1, -2 మరియు 2
  - మసక: smp, 0, -4 మరియు 4
  - మసక: ltp, 2, -1 మరియు 1
equations:
  - q1 smp zvn 1 పలుకుబడి of vzr 1 పలుకుబడి of divided by equal
  - q2 nrt zvn -1 పలుకుబడి of vzr 2 పలుకుబడి of divided by equal
  - q3 nvv vzr 1 పలుకుబడి of klv -1 పలుకుబడి of divided by vzr 1 పలుకుబడి of klv 1 పలుకుబడి of times smr times plus equal
  - q4 zll zvn 1 పలుకుబడి of klv -1 పలుకుబడి of divided by equal
dimensionally impossible ఏమిటి?

Base dimensions: mass; length; ìgbà.
Dimensions:
  - dim: vzr, -1, 2 -2
  - dim: klv, 0, -1 0
  - dim: nvv, -1, 1 0
  - dim: zll, -1, -3 2
  - dim: smr, 0, 0 0
  - dim: nrt, 3, -2 2
  - dim: zvn, -1, -2 2
  - dim: smp, 0, -4 4
  - dim: ltp, 2, -1 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
What dimensionally impossible?

Base dimensions: mass; length; time.
Dimensions:
  - dim: vzr, -1, 2 -2
  - dim: klv, 0, -1 0
  - dim: nvv, -1, 1 0
  - dim: zll, -1, -3 2
  - dim: smr, 0, 0 0
  - dim: nrt, 3, -2 2
  - dim: zvn, -1, -2 2
  - dim: smp, 0, -4 4
  - dim: ltp, 2, -1 1
Equations:
  - q1 smp zvn 1 power of vzr 1 power of divided by equal
  - q2 nrt zvn -1 power of vzr 2 power of divided by equal
  - q3 nvv vzr 1 power of klv -1 power of divided by vzr 1 power of klv 1 power of times smr times plus equal
  - q4 zll zvn 1 power of klv -1 power of divided by equal
Dimensionally impossible what?

base dimensions: mass; length; time.
dimensions:
  - dim: vzr, -1, 2 -2
  - dim: klv, 0, -1 0
  - dim: nvv, -1, 1 0
  - dim: zll, -1, -3 2
  - dim: smr, 0, 0 0
  - dim: nrt, 3, -2 2
  - dim: zvn, -1, -2 2
  - dim: smp, 0, -4 4
  - dim: ltp, 2, -1 1
equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
dimensionally impossible what?

Base dimensions: mass; langa; time.
Dimensions:
  - dim: vzr, -1, 2 -2
  - dim: klv, 0, -1 0
  - dim: nvv, -1, 1 0
  - dim: zll, -1, -3 2
  - dim: smr, 0, 0 0
  - dim: nrt, 3, -2 2
  - dim: zvn, -1, -2 2
  - dim: smp, 0, -4 4
  - dim: ltp, 2, -1 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: vzr, -1, 2 -2
  - dim: klv, 0, -1 0
  - dim: nvv, -1, 1 0
  - dim: zll, -1, -3 2
  - dim: smr, 0, 0 0
  - dim: nrt, 3, -2 2
  - dim: zvn, -1, -2 2
  - dim: smp, 0, -4 4
  - dim: ltp, 2, -1 1
Equations:
  - q1 smp equal zvn power of 1 divided by vzr power of 1
  - q2 nrt equal zvn power of -1 divided by vzr power of 2
  - q3 nvv equal vzr power of 1 divided by klv power of -1 plus vzr power of 1 times klv power of 1 times smr
  - q4 zll equal zvn power of 1 divided by klv power of -1
Dimensionally impossible what?

Base dimensions: mass; length; вахт.
Dimensions:
  - dim: vzr, -1, 2 -2
  - dim: klv, 0, -1 0
  - dim: nvv, -1, 1 0
  - dim: zll, -1, -3 2
  - dim: smr, 0, 0 0
  - dim: nrt, 3, -2 2
  - dim: zvn, -1, -2 2
  - dim: smp, 0, -4 4
  - dim: ltp, 2, -1 1
Equations:
  - q1 smp zvn 1 power of vzr 1 power of divided by equal
  - q2 nrt zvn -1 power of vzr 2 power of divided by equal
  - q3 nvv vzr 1 power of klv -1 power of divided by vzr 1 power of klv 1 power of times smr times plus equal
  - q4 zll zvn 1 power of klv -1 power of divided by equal
Dimensionally impossible вуч?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rsz, 1, 1 and -1
  - dim: zzt, -2, 1 and -1
  - dim: ttm, -1, -2 and 0
  - dim: ltm, -5, 1 and -2
  - dim: znz, 1, -3 and 1
  - dim: sts, 2, -2 and 0
  - dim: vrt, -2, -3 and 1
  - dim: lnz, 4, 6 and -2
  - dim: zls, 0, 0 and 0
Equations:
  - q1 lnz equals rsz to the power 2 divided by ttm to the power 2
  - q2 vrt equals rsz to the power -1 divided by ttm to the power -1 plus rsz to the power -1 times ttm to the power 1 times zls
  - q3 znz equals ttm to the power 1 times zzt to the power -1 plus ttm to the power 1 divided by zzt to the power 1 times zls
  - q4 ltm equals rsz to the power -1 times zzt to the power 2
What is the dimensionally impossible?

Las dimensiones básicas son: masa; longitud; tiempo.
Las dimensiones son:
  - las dimensiones de: rsz, 1, 1 y -1
  - las dimensiones de: zzt, -2, 1 y -1
  - las dimensiones de: ttm, -1, -2 y 0
  - las dimensiones de: ltm, -5, 1 y -2
  - las dimensiones de: znz, 1, -3 y 1
  - las dimensiones de: sts, 2, -2 y 0
  - las dimensiones de: vrt, -2, -3 y 1
  - las dimensiones de: lnz, 4, 6 y -2
  - las dimensiones de: zls, 0, 0 y 0
Las ecuaciones son:
  - q1: lnz es igual a rsz elevado a 2 dividido por ttm elevado a 2
  - q2: vrt es igual a rsz elevado a -1 dividido por ttm elevado a -1 más rsz elevado a -1 por ttm elevado a 1 por zls
  - q3: znz es igual a ttm elevado a 1 por zzt elevado a -1 más ttm elevado a 1 dividido por zzt elevado a 1 por zls
  - q4: ltm es igual a rsz elevado a -1 por zzt elevado a 2
¿Qué dimensionally impossible?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：rsz、1、1和-1
  - 的量纲是：zzt、-2、1和-1
  - 的量纲是：ttm、-1、-2和0
  - 的量纲是：ltm、-5、1和-2
  - 的量纲是：znz、1、-3和1
  - 的量纲是：sts、2、-2和0
  - 的量纲是：vrt、-2、-3和1
  - 的量纲是：lnz、4、6和-2
  - 的量纲是：zls、0、0和0
方程如下：q1：lnz等于rsz的次方是2除以ttm的次方是2；q2：vrt等于rsz的次方是-1除以ttm的次方是-1加rsz的次方是-1乘以ttm的次方是1乘以zls；q3：znz等于ttm的次方是1乘以zzt的次方是-1加ttm的次方是1除以zzt的次方是1乘以zls；q4：ltm等于rsz的次方是-1乘以zzt的次方是2。
dimensionally impossible什么？

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: rsz, 1, 1 ve -1
  - dim: zzt, -2, 1 ve -1
  - dim: ttm, -1, -2 ve 0
  - dim: ltm, -5, 1 ve -2
  - dim: znz, 1, -3 ve 1
  - dim: sts, 2, -2 ve 0
  - dim: vrt, -2, -3 ve 1
  - dim: lnz, 4, 6 ve -2
  - dim: zls, 0, 0 ve 0
Equations:
  - q1: lnz rsz 2 power ttm 2 power bölü eşittir
  - q2: vrt rsz -1 power ttm -1 power bölü rsz -1 power ttm 1 power çarpı zls çarpı artı eşittir
  - q3: znz ttm 1 power zzt -1 power çarpı ttm 1 power zzt 1 power bölü zls çarpı artı eşittir
  - q4: ltm rsz -1 power zzt 2 power çarpı eşittir
Dimensionally impossible ne?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: rsz, 1, 1 na -1
  - dim: zzt, -2, 1 na -1
  - dim: ttm, -1, -2 na 0
  - dim: ltm, -5, 1 na -2
  - dim: znz, 1, -3 na 1
  - dim: sts, 2, -2 na 0
  - dim: vrt, -2, -3 na 1
  - dim: lnz, 4, 6 na -2
  - dim: zls, 0, 0 na 0
Equations:
  - q1: lnz ni sawa na rsz power ya 2 divided by ttm power ya 2
  - q2: vrt ni sawa na rsz power ya -1 divided by ttm power ya -1 plus rsz power ya -1 times ttm power ya 1 times zls
  - q3: znz ni sawa na ttm power ya 1 times zzt power ya -1 plus ttm power ya 1 divided by zzt power ya 1 times zls
  - q4: ltm ni sawa na rsz power ya -1 times zzt power ya 2
Dimensionally impossible nini?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rsz, 1, 1 and -1
  - dim: zzt, -2, 1 and -1
  - dim: ttm, -1, -2 and 0
  - dim: ltm, -5, 1 and -2
  - dim: znz, 1, -3 and 1
  - dim: sts, 2, -2 and 0
  - dim: vrt, -2, -3 and 1
  - dim: lnz, 4, 6 and -2
  - dim: zls, 0, 0 and 0
Equations:
  - q1 lnz equals rsz to the power 2 divided by ttm to the power 2
  - q2 vrt equals rsz to the power -1 divided by ttm to the power -1 plus rsz to the power -1 times ttm to the power 1 times zls
  - q3 znz equals ttm to the power 1 times zzt to the power -1 plus ttm to the power 1 divided by zzt to the power 1 times zls
  - q4 ltm equals rsz to the power -1 times zzt to the power 2
What is the dimensionally impossible?

{base_dimensions: [mass length time], dimensions: [(dim rsz 1 1 -1) (dim zzt -2 1 -1) (dim ttm -1 -2 0) (dim ltm -5 1 -2) (dim znz 1 -3 1) (dim sts 2 -2 0) (dim vrt -2 -3 1) (dim lnz 4 6 -2) (dim zls 0 0 0)], equations: [(equation q1 (eq lnz (div (pow rsz 2) (pow ttm 2)))) (equation q2 (eq vrt (add (div (pow rsz -1) (pow ttm -1)) (mul (mul (pow rsz -1) (pow ttm 1)) zls)))) (equation q3 (eq znz (add (mul (pow ttm 1) (pow zzt -1)) (mul (div (pow ttm 1) (pow zzt 1)) zls)))) (equation q4 (eq ltm (mul (pow rsz -1) (pow zzt 2))))], query: dimensionally_impossible}

Basis Dimensionen: Masse; Länge; Zeit.
Dimensionen:
  - dämmerig: rsz, 1, 1 und -1
  - dämmerig: zzt, -2, 1 und -1
  - dämmerig: ttm, -1, -2 und 0
  - dämmerig: ltm, -5, 1 und -2
  - dämmerig: znz, 1, -3 und 1
  - dämmerig: sts, 2, -2 und 0
  - dämmerig: vrt, -2, -3 und 1
  - dämmerig: lnz, 4, 6 und -2
  - dämmerig: zls, 0, 0 und 0
Gleichungen:
  - q1 lnz gleichen rsz Macht aus 2 geteilt mit ttm Macht aus 2
  - q2 vrt gleichen rsz Macht aus -1 geteilt mit ttm Macht aus -1 plus rsz Macht aus -1 mal ttm Macht aus 1 mal zls
  - q3 znz gleichen ttm Macht aus 1 mal zzt Macht aus -1 plus ttm Macht aus 1 geteilt mit zzt Macht aus 1 mal zls
  - q4 ltm gleichen rsz Macht aus -1 mal zzt Macht aus 2
Was dimensionally unmöglich?

Base dimensions: маса; дужина; вре́ме.
Dimensions:
  - dim: rsz, 1, 1 и -1
  - dim: zzt, -2, 1 и -1
  - dim: ttm, -1, -2 и 0
  - dim: ltm, -5, 1 и -2
  - dim: znz, 1, -3 и 1
  - dim: sts, 2, -2 и 0
  - dim: vrt, -2, -3 и 1
  - dim: lnz, 4, 6 и -2
  - dim: zls, 0, 0 и 0
Једна̀чина:
  - q1 lnz је̏дна̄к rsz вла̑ст od 2 divided by ttm вла̑ст od 2
  - q2 vrt је̏дна̄к rsz вла̑ст od -1 divided by ttm вла̑ст od -1 plus rsz вла̑ст od -1 times ttm вла̑ст od 1 times zls
  - q3 znz је̏дна̄к ttm вла̑ст od 1 times zzt вла̑ст od -1 plus ttm вла̑ст od 1 divided by zzt вла̑ст od 1 times zls
  - q4 ltm је̏дна̄к rsz вла̑ст od -1 times zzt вла̑ст od 2
Dimensionally немогућ kakav?

Perustus mitat: massa; pituus; aika.
Mitat:
  - himmeä: rsz, 1, 1 ja -1
  - himmeä: zzt, -2, 1 ja -1
  - himmeä: ttm, -1, -2 ja 0
  - himmeä: ltm, -5, 1 ja -2
  - himmeä: znz, 1, -3 ja 1
  - himmeä: sts, 2, -2 ja 0
  - himmeä: vrt, -2, -3 ja 1
  - himmeä: lnz, 4, 6 ja -2
  - himmeä: zls, 0, 0 ja 0
Yhtälöt:
  - q1 lnz sama rsz valta vaille 2 jaettu kautta ttm valta vaille 2
  - q2 vrt sama rsz valta vaille -1 jaettu kautta ttm valta vaille -1 plus rsz valta vaille -1 kertaa ttm valta vaille 1 kertaa zls
  - q3 znz sama ttm valta vaille 1 kertaa zzt valta vaille -1 plus ttm valta vaille 1 jaettu kautta zzt valta vaille 1 kertaa zls
  - q4 ltm sama rsz valta vaille -1 kertaa zzt valta vaille 2
Mikä dimensionally mahdoton?

基本量纲如下：质量；长度；时间。
量纲如下：
  - 的量纲是：rsz、1、1和-1
  - 的量纲是：zzt、-2、1和-1
  - 的量纲是：ttm、-1、-2和0
  - 的量纲是：ltm、-5、1和-2
  - 的量纲是：znz、1、-3和1
  - 的量纲是：sts、2、-2和0
  - 的量纲是：vrt、-2、-3和1
  - 的量纲是：lnz、4、6和-2
  - 的量纲是：zls、0、0和0
方程如下：q1：lnz等于rsz的次方是2除以ttm的次方是2；q2：vrt等于rsz的次方是-1除以ttm的次方是-1加rsz的次方是-1乘以ttm的次方是1乘以zls；q3：znz等于ttm的次方是1乘以zzt的次方是-1加ttm的次方是1除以zzt的次方是1乘以zls；q4：ltm等于rsz的次方是-1乘以zzt的次方是2。
dimensionally impossible什么？

基礎面積:質量; 長さ; 時間.
面積:
  - 薄暗い:rsz, 1, 1と-1
  - 薄暗い:zzt, -2, 1と-1
  - 薄暗い:ttm, -1, -2と0
  - 薄暗い:ltm, -5, 1と-2
  - 薄暗い:znz, 1, -3と1
  - 薄暗い:sts, 2, -2と0
  - 薄暗い:vrt, -2, -3と1
  - 薄暗い:lnz, 4, 6と-2
  - 薄暗い:zls, 0, 0と0
方程式:q1:lnzrsz2力の中のttm2力の中の分かれた…で等しい; q2:vrtrsz-1力の中のttm-1力の中の分かれた…でrsz-1力の中のttm1力の中の掛けるzls掛ける足す等しい; q3:znzttm1力の中のzzt-1力の中の掛けるttm1力の中のzzt1力の中の分かれた…でzls掛ける足す等しい; q4:ltmrsz-1力の中のzzt2力の中の掛ける等しい.
dimensionally不可能な何と?

Base dimensions: kütle; uzunluk; zaman.
Dimensions:
  - dim: rsz, 1, 1 ve -1
  - dim: zzt, -2, 1 ve -1
  - dim: ttm, -1, -2 ve 0
  - dim: ltm, -5, 1 ve -2
  - dim: znz, 1, -3 ve 1
  - dim: sts, 2, -2 ve 0
  - dim: vrt, -2, -3 ve 1
  - dim: lnz, 4, 6 ve -2
  - dim: zls, 0, 0 ve 0
Equations:
  - q1: lnz rsz 2 power ttm 2 power bölü eşittir
  - q2: vrt rsz -1 power ttm -1 power bölü rsz -1 power ttm 1 power çarpı zls çarpı artı eşittir
  - q3: znz ttm 1 power zzt -1 power çarpı ttm 1 power zzt 1 power bölü zls çarpı artı eşittir
  - q4: ltm rsz -1 power zzt 2 power çarpı eşittir
Dimensionally impossible ne?

أَسَاس بُعْد: كُتْلَة؛ طُول؛ زَمَان.
بُعْد:
  - dim: rsz، 1، 1 وَـ -1
  - dim: zzt، -2، 1 وَـ -1
  - dim: ttm، -1، -2 وَـ 0
  - dim: ltm، -5، 1 وَـ -2
  - dim: znz، 1، -3 وَـ 1
  - dim: sts، 2، -2 وَـ 0
  - dim: vrt، -2، -3 وَـ 1
  - dim: lnz، 4، 6 وَـ -2
  - dim: zls، 0، 0 وَـ 0
مُعَادَلَة:
  - q1 equal lnz divided بِـ قُوَّة مِنْ rsz 2 قُوَّة مِنْ ttm 2
  - q2 equal vrt زَائِد divided بِـ قُوَّة مِنْ rsz -1 قُوَّة مِنْ ttm -1 فِي فِي قُوَّة مِنْ rsz -1 قُوَّة مِنْ ttm 1 zls
  - q3 equal znz زَائِد فِي قُوَّة مِنْ ttm 1 قُوَّة مِنْ zzt -1 فِي divided بِـ قُوَّة مِنْ ttm 1 قُوَّة مِنْ zzt 1 zls
  - q4 equal ltm فِي قُوَّة مِنْ rsz -1 قُوَّة مِنْ zzt 2
dimensionally مُسْتَحِيل مَاذَا؟

Საფუძველი სიდიდეები: მასა; length; დრო.
Სიდიდეები:
  - dim: rsz, 1, 1 და -1
  - dim: zzt, -2, 1 და -1
  - dim: ttm, -1, -2 და 0
  - dim: ltm, -5, 1 და -2
  - dim: znz, 1, -3 და 1
  - dim: sts, 2, -2 და 0
  - dim: vrt, -2, -3 და 1
  - dim: lnz, 4, 6 და -2
  - dim: zls, 0, 0 და 0
Equations:
  - q1 lnz rsz 2 ძალაუფლება of ttm 2 ძალაუფლება of divided by თანასწორი
  - q2 vrt rsz -1 ძალაუფლება of ttm -1 ძალაუფლება of divided by rsz -1 ძალაუფლება of ttm 1 ძალაუფლება of times zls times plus თანასწორი
  - q3 znz ttm 1 ძალაუფლება of zzt -1 ძალაუფლება of times ttm 1 ძალაუფლება of zzt 1 ძალაუფლება of divided by zls times plus თანასწორი
  - q4 ltm rsz -1 ძალაუფლება of zzt 2 ძალაუფლება of times თანასწორი
Dimensionally შეუძლებელი რა?

Base dimensions: papatipu; roa; wā.
Dimensions:
  - pongipongi: rsz, 1, 1 me -1
  - pongipongi: zzt, -2, 1 me -1
  - pongipongi: ttm, -1, -2 me 0
  - pongipongi: ltm, -5, 1 me -2
  - pongipongi: znz, 1, -3 me 1
  - pongipongi: sts, 2, -2 me 0
  - pongipongi: vrt, -2, -3 me 1
  - pongipongi: lnz, 4, 6 me -2
  - pongipongi: zls, 0, 0 me 0
Equations:
  - q1 equal lnz divided nā awenga o rsz 2 awenga o ttm 2
  - q2 equal vrt ngahoro divided nā awenga o rsz -1 awenga o ttm -1 times times awenga o rsz -1 awenga o ttm 1 zls
  - q3 equal znz ngahoro times awenga o ttm 1 awenga o zzt -1 times divided nā awenga o ttm 1 awenga o zzt 1 zls
  - q4 equal ltm times awenga o rsz -1 awenga o zzt 2
Dimensionally tē-taea unutai?

Bazơ chiều: khối lượng; chiều dài; thời gian.
Chiều:
  - mờ: rsz, 1, 1 và -1
  - mờ: zzt, -2, 1 và -1
  - mờ: ttm, -1, -2 và 0
  - mờ: ltm, -5, 1 và -2
  - mờ: znz, 1, -3 và 1
  - mờ: sts, 2, -2 và 0
  - mờ: vrt, -2, -3 và 1
  - mờ: lnz, 4, 6 và -2
  - mờ: zls, 0, 0 và 0
Phương trình:
  - q1 lnz equal rsz quyền lực bằng 2 divided bằng cách ttm quyền lực bằng 2
  - q2 vrt equal rsz quyền lực bằng -1 divided bằng cách ttm quyền lực bằng -1 cộng rsz quyền lực bằng -1 nhân ttm quyền lực bằng 1 nhân zls
  - q3 znz equal ttm quyền lực bằng 1 nhân zzt quyền lực bằng -1 cộng ttm quyền lực bằng 1 divided bằng cách zzt quyền lực bằng 1 nhân zls
  - q4 ltm equal rsz quyền lực bằng -1 nhân zzt quyền lực bằng 2
Dimensionally không thể gì?

ฐานมิติ:มวล; ความยาว; เวลา.
มิติ:
  - มัว:rsz, 1, 1และ-1
  - มัว:zzt, -2, 1และ-1
  - มัว:ttm, -1, -2และ0
  - มัว:ltm, -5, 1และ-2
  - มัว:znz, 1, -3และ1
  - มัว:sts, 2, -2และ0
  - มัว:vrt, -2, -3และ1
  - มัว:lnz, 4, 6และ-2
  - มัว:zls, 0, 0และ0
สมการ:
  - q1:lnzเท่ากับrszอำนาจของ2dividedโดยttmอำนาจของ2
  - q2:vrtเท่ากับrszอำนาจของ-1dividedโดยttmอำนาจของ-1บวกrszอำนาจของ-1คูณttmอำนาจของ1คูณzls
  - q3:znzเท่ากับttmอำนาจของ1คูณzztอำนาจของ-1บวกttmอำนาจของ1dividedโดยzztอำนาจของ1คูณzls
  - q4:ltmเท่ากับrszอำนาจของ-1คูณzztอำนาจของ2
dimensionallyเป็นไปไม่ได้อะไร?

base dimensions: mass; நீளம்; நேரம்.
dimensions:
  - மங்கலான: rsz, 1, 1 மற்றும் -1
  - மங்கலான: zzt, -2, 1 மற்றும் -1
  - மங்கலான: ttm, -1, -2 மற்றும் 0
  - மங்கலான: ltm, -5, 1 மற்றும் -2
  - மங்கலான: znz, 1, -3 மற்றும் 1
  - மங்கலான: sts, 2, -2 மற்றும் 0
  - மங்கலான: vrt, -2, -3 மற்றும் 1
  - மங்கலான: lnz, 4, 6 மற்றும் -2
  - மங்கலான: zls, 0, 0 மற்றும் 0
சமன்பாடு:
  - q1 lnz rsz 2 கரண்ட் கொண்ட ttm 2 கரண்ட் கொண்ட divided by equal
  - q2 vrt rsz -1 கரண்ட் கொண்ட ttm -1 கரண்ட் கொண்ட divided by rsz -1 கரண்ட் கொண்ட ttm 1 கரண்ட் கொண்ட times zls times plus equal
  - q3 znz ttm 1 கரண்ட் கொண்ட zzt -1 கரண்ட் கொண்ட times ttm 1 கரண்ட் கொண்ட zzt 1 கரண்ட் கொண்ட divided by zls times plus equal
  - q4 ltm rsz -1 கரண்ட் கொண்ட zzt 2 கரண்ட் கொண்ட times equal
dimensionally impossible என்ன?

Base dimensions: mshikano; urefu; wakati.
Dimensions:
  - dim: rsz, 1, 1 na -1
  - dim: zzt, -2, 1 na -1
  - dim: ttm, -1, -2 na 0
  - dim: ltm, -5, 1 na -2
  - dim: znz, 1, -3 na 1
  - dim: sts, 2, -2 na 0
  - dim: vrt, -2, -3 na 1
  - dim: lnz, 4, 6 na -2
  - dim: zls, 0, 0 na 0
Equations:
  - q1: lnz ni sawa na rsz power ya 2 divided by ttm power ya 2
  - q2: vrt ni sawa na rsz power ya -1 divided by ttm power ya -1 plus rsz power ya -1 times ttm power ya 1 times zls
  - q3: znz ni sawa na ttm power ya 1 times zzt power ya -1 plus ttm power ya 1 divided by zzt power ya 1 times zls
  - q4: ltm ni sawa na rsz power ya -1 times zzt power ya 2
Dimensionally impossible nini?

Base dimensions: mass; nineezgo; ookił.
Dimensions:
  - dim: rsz, 1, 1 dóó -1
  - dim: zzt, -2, 1 dóó -1
  - dim: ttm, -1, -2 dóó 0
  - dim: ltm, -5, 1 dóó -2
  - dim: znz, 1, -3 dóó 1
  - dim: sts, 2, -2 dóó 0
  - dim: vrt, -2, -3 dóó 1
  - dim: lnz, 4, 6 dóó -2
  - dim: zls, 0, 0 dóó 0
Equations:
  - q1 lnz rsz 2 power of ttm 2 power of divided by equal
  - q2 vrt rsz -1 power of ttm -1 power of divided by rsz -1 power of ttm 1 power of ahą́ą́h nániilyá zls ahą́ą́h nániilyá plus equal
  - q3 znz ttm 1 power of zzt -1 power of ahą́ą́h nániilyá ttm 1 power of zzt 1 power of divided by zls ahą́ą́h nániilyá plus equal
  - q4 ltm rsz -1 power of zzt 2 power of ahą́ą́h nániilyá equal
Dimensionally impossible haʼátʼíísh?

Base dimensions: mass; length; piffissaq.
Dimensions:
  - dim: rsz, 1, 1 aamma -1
  - dim: zzt, -2, 1 aamma -1
  - dim: ttm, -1, -2 aamma 0
  - dim: ltm, -5, 1 aamma -2
  - dim: znz, 1, -3 aamma 1
  - dim: sts, 2, -2 aamma 0
  - dim: vrt, -2, -3 aamma 1
  - dim: lnz, 4, 6 aamma -2
  - dim: zls, 0, 0 aamma 0
Assigiissitaq:
  - q1 lnz rsz 2 power of ttm 2 power of divided by equal
  - q2 vrt rsz -1 power of ttm -1 power of divided by rsz -1 power of ttm 1 power of times zls times plus equal
  - q3 znz ttm 1 power of zzt -1 power of times ttm 1 power of zzt 1 power of divided by zls times plus equal
  - q4 ltm rsz -1 power of zzt 2 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; taim.
Dimensions:
  - dim: rsz, 1, 1 na -1
  - dim: zzt, -2, 1 na -1
  - dim: ttm, -1, -2 na 0
  - dim: ltm, -5, 1 na -2
  - dim: znz, 1, -3 na 1
  - dim: sts, 2, -2 na 0
  - dim: vrt, -2, -3 na 1
  - dim: lnz, 4, 6 na -2
  - dim: zls, 0, 0 na 0
Equations:
  - q1 lnz equal rsz power bilong 2 divided by ttm power bilong 2
  - q2 vrt equal rsz power bilong -1 divided by ttm power bilong -1 plus rsz power bilong -1 times ttm power bilong 1 times zls
  - q3 znz equal ttm power bilong 1 times zzt power bilong -1 plus ttm power bilong 1 divided by zzt power bilong 1 times zls
  - q4 ltm equal rsz power bilong -1 times zzt power bilong 2
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rsz, 1, 1 -1
  - dim: zzt, -2, 1 -1
  - dim: ttm, -1, -2 0
  - dim: ltm, -5, 1 -2
  - dim: znz, 1, -3 1
  - dim: sts, 2, -2 0
  - dim: vrt, -2, -3 1
  - dim: lnz, 4, 6 -2
  - dim: zls, 0, 0 0
Equations:
  - q1 lnz equal rsz power of 2 divided by ttm power of 2
  - q2 vrt equal rsz power of -1 divided by ttm power of -1 plus rsz power of -1 times ttm power of 1 times zls
  - q3 znz equal ttm power of 1 times zzt power of -1 plus ttm power of 1 divided by zzt power of 1 times zls
  - q4 ltm equal rsz power of -1 times zzt power of 2
Dimensionally impossible kwèch?

Base dimensions: mass; length; ха.
Dimensions:
  - dim: rsz, 1, 1 а -1
  - dim: zzt, -2, 1 а -1
  - dim: ttm, -1, -2 а 0
  - dim: ltm, -5, 1 а -2
  - dim: znz, 1, -3 а 1
  - dim: sts, 2, -2 а 0
  - dim: vrt, -2, -3 а 1
  - dim: lnz, 4, 6 а -2
  - dim: zls, 0, 0 а 0
Equations:
  - q1 lnz equal rsz power of 2 divided by ttm power of 2
  - q2 vrt equal rsz power of -1 divided by ttm power of -1 plus rsz power of -1 times ttm power of 1 times zls
  - q3 znz equal ttm power of 1 times zzt power of -1 plus ttm power of 1 divided by zzt power of 1 times zls
  - q4 ltm equal rsz power of -1 times zzt power of 2
Dimensionally impossible фу?

기초 치수: 질량; 길이; 시간.
치수:
  - dim: rsz, 1, 1 -1
  - dim: zzt, -2, 1 -1
  - dim: ttm, -1, -2 0
  - dim: ltm, -5, 1 -2
  - dim: znz, 1, -3 1
  - dim: sts, 2, -2 0
  - dim: vrt, -2, -3 1
  - dim: lnz, 4, 6 -2
  - dim: zls, 0, 0 0
방정식:
  - q1 lnz rsz 2 힘 ...의 ttm 2 힘 ...의 divided ...로써 같다
  - q2 vrt rsz -1 힘 ...의 ttm -1 힘 ...의 divided ...로써 rsz -1 힘 ...의 ttm 1 힘 ...의 곱하기 zls 곱하기 더하기 같다
  - q3 znz ttm 1 힘 ...의 zzt -1 힘 ...의 곱하기 ttm 1 힘 ...의 zzt 1 힘 ...의 divided ...로써 zls 곱하기 더하기 같다
  - q4 ltm rsz -1 힘 ...의 zzt 2 힘 ...의 곱하기 같다
dimensionally 불가능하다 무엇?

Base dimensions: masa; length; denbora.
Dimensions:
  - dim: rsz, 1, 1 eta -1
  - dim: zzt, -2, 1 eta -1
  - dim: ttm, -1, -2 eta 0
  - dim: ltm, -5, 1 eta -2
  - dim: znz, 1, -3 eta 1
  - dim: sts, 2, -2 eta 0
  - dim: vrt, -2, -3 eta 1
  - dim: lnz, 4, 6 eta -2
  - dim: zls, 0, 0 eta 0
Ekuazio:
  - q1 lnz rsz 2 power of ttm 2 power of divided by berdin
  - q2 vrt rsz -1 power of ttm -1 power of divided by rsz -1 power of ttm 1 power of bider zls bider gehi berdin
  - q3 znz ttm 1 power of zzt -1 power of bider ttm 1 power of zzt 1 power of divided by zls bider gehi berdin
  - q4 ltm rsz -1 power of zzt 2 power of bider berdin
Dimensionally impossible zer?

Base dimensions: mass; ᏂᎦᏅᎯᏒ; ᎠᎵᏱᎵᏒ.
ᏂᎦᏅᎯᏒ:
  - dim: rsz, 1, 1 ᎠᎴ -1
  - dim: zzt, -2, 1 ᎠᎴ -1
  - dim: ttm, -1, -2 ᎠᎴ 0
  - dim: ltm, -5, 1 ᎠᎴ -2
  - dim: znz, 1, -3 ᎠᎴ 1
  - dim: sts, 2, -2 ᎠᎴ 0
  - dim: vrt, -2, -3 ᎠᎴ 1
  - dim: lnz, 4, 6 ᎠᎴ -2
  - dim: zls, 0, 0 ᎠᎴ 0
Equations:
  - q1 lnz equal rsz power of 2 divided by ttm power of 2
  - q2 vrt equal rsz power of -1 divided by ttm power of -1 plus rsz power of -1 times ttm power of 1 times zls
  - q3 znz equal ttm power of 1 times zzt power of -1 plus ttm power of 1 divided by zzt power of 1 times zls
  - q4 ltm equal rsz power of -1 times zzt power of 2
What dimensionally impossible?

Base dimensions: mass; karu kay; pacha.
Dimensions:
  - dim: rsz, 1, 1 -1
  - dim: zzt, -2, 1 -1
  - dim: ttm, -1, -2 0
  - dim: ltm, -5, 1 -2
  - dim: znz, 1, -3 1
  - dim: sts, 2, -2 0
  - dim: vrt, -2, -3 1
  - dim: lnz, 4, 6 -2
  - dim: zls, 0, 0 0
Paqtachani:
  - q1 lnz paqta rsz power of 2 divided by ttm power of 2
  - q2 vrt paqta rsz power of -1 divided by ttm power of -1 plus rsz power of -1 times ttm power of 1 times zls
  - q3 znz paqta ttm power of 1 times zzt power of -1 plus ttm power of 1 divided by zzt power of 1 times zls
  - q4 ltm paqta rsz power of -1 times zzt power of 2
Dimensionally impossible what?

Base dimensions: mass; length; гъо.
Dimensions:
  - dim: rsz, 1, 1 ыкӏи -1
  - dim: zzt, -2, 1 ыкӏи -1
  - dim: ttm, -1, -2 ыкӏи 0
  - dim: ltm, -5, 1 ыкӏи -2
  - dim: znz, 1, -3 ыкӏи 1
  - dim: sts, 2, -2 ыкӏи 0
  - dim: vrt, -2, -3 ыкӏи 1
  - dim: lnz, 4, 6 ыкӏи -2
  - dim: zls, 0, 0 ыкӏи 0
Equations:
  - q1 lnz rsz 2 power of ttm 2 power of divided by equal
  - q2 vrt rsz -1 power of ttm -1 power of divided by rsz -1 power of ttm 1 power of times zls times plus equal
  - q3 znz ttm 1 power of zzt -1 power of times ttm 1 power of zzt 1 power of divided by zls times plus equal
  - q4 ltm rsz -1 power of zzt 2 power of times equal
Dimensionally impossible сыд?

Base dimensions: mass; length; sijhawm.
Dimensions:
  - dim: rsz, 1, 1 thiab -1
  - dim: zzt, -2, 1 thiab -1
  - dim: ttm, -1, -2 thiab 0
  - dim: ltm, -5, 1 thiab -2
  - dim: znz, 1, -3 thiab 1
  - dim: sts, 2, -2 thiab 0
  - dim: vrt, -2, -3 thiab 1
  - dim: lnz, 4, 6 thiab -2
  - dim: zls, 0, 0 thiab 0
Equations:
  - q1 lnz equal rsz power of 2 divided by ttm power of 2
  - q2 vrt equal rsz power of -1 divided by ttm power of -1 plus rsz power of -1 times ttm power of 1 times zls
  - q3 znz equal ttm power of 1 times zzt power of -1 plus ttm power of 1 divided by zzt power of 1 times zls
  - q4 ltm equal rsz power of -1 times zzt power of 2
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rsz, 1, 1 -1
  - dim: zzt, -2, 1 -1
  - dim: ttm, -1, -2 0
  - dim: ltm, -5, 1 -2
  - dim: znz, 1, -3 1
  - dim: sts, 2, -2 0
  - dim: vrt, -2, -3 1
  - dim: lnz, 4, 6 -2
  - dim: zls, 0, 0 0
Equations:
  - q1 lnz equal rsz power of 2 divided by ttm power of 2
  - q2 vrt equal rsz power of -1 divided by ttm power of -1 plus rsz power of -1 times ttm power of 1 times zls
  - q3 znz equal ttm power of 1 times zzt power of -1 plus ttm power of 1 divided by zzt power of 1 times zls
  - q4 ltm equal rsz power of -1 times zzt power of 2
Dimensionally impossible ining-jak?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rsz, 1, 1 micha' -1
  - dim: zzt, -2, 1 micha' -1
  - dim: ttm, -1, -2 micha' 0
  - dim: ltm, -5, 1 micha' -2
  - dim: znz, 1, -3 micha' 1
  - dim: sts, 2, -2 micha' 0
  - dim: vrt, -2, -3 micha' 1
  - dim: lnz, 4, 6 micha' -2
  - dim: zls, 0, 0 micha' 0
Equations:
  - q1 lnz equal rsz power of 2 divided by ttm power of 2
  - q2 vrt equal rsz power of -1 divided by ttm power of -1 plus rsz power of -1 times ttm power of 1 times zls
  - q3 znz equal ttm power of 1 times zzt power of -1 plus ttm power of 1 divided by zzt power of 1 times zls
  - q4 ltm equal rsz power of -1 times zzt power of 2
Dimensionally impossible nanta?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rsz, 1, 1 カ -1
  - dim: zzt, -2, 1 カ -1
  - dim: ttm, -1, -2 カ 0
  - dim: ltm, -5, 1 カ -2
  - dim: znz, 1, -3 カ 1
  - dim: sts, 2, -2 カ 0
  - dim: vrt, -2, -3 カ 1
  - dim: lnz, 4, 6 カ -2
  - dim: zls, 0, 0 カ 0
Equations:
  - q1 lnz rsz 2 power of ttm 2 power of divided by equal
  - q2 vrt rsz -1 power of ttm -1 power of divided by rsz -1 power of ttm 1 power of times zls times plus equal
  - q3 znz ttm 1 power of zzt -1 power of times ttm 1 power of zzt 1 power of divided by zls times plus equal
  - q4 ltm rsz -1 power of zzt 2 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rsz, 1, 1 ынкъам -1
  - dim: zzt, -2, 1 ынкъам -1
  - dim: ttm, -1, -2 ынкъам 0
  - dim: ltm, -5, 1 ынкъам -2
  - dim: znz, 1, -3 ынкъам 1
  - dim: sts, 2, -2 ынкъам 0
  - dim: vrt, -2, -3 ынкъам 1
  - dim: lnz, 4, 6 ынкъам -2
  - dim: zls, 0, 0 ынкъам 0
Equations:
  - q1 lnz equal rsz power of 2 divided by ttm power of 2
  - q2 vrt equal rsz power of -1 divided by ttm power of -1 plus rsz power of -1 times ttm power of 1 times zls
  - q3 znz equal ttm power of 1 times zzt power of -1 plus ttm power of 1 divided by zzt power of 1 times zls
  - q4 ltm equal rsz power of -1 times zzt power of 2
Dimensionally impossible what?

Base dimensions: mass; chowakil; k’iin.
Dimensions:
  - dim: rsz, 1, 1 yéetel -1
  - dim: zzt, -2, 1 yéetel -1
  - dim: ttm, -1, -2 yéetel 0
  - dim: ltm, -5, 1 yéetel -2
  - dim: znz, 1, -3 yéetel 1
  - dim: sts, 2, -2 yéetel 0
  - dim: vrt, -2, -3 yéetel 1
  - dim: lnz, 4, 6 yéetel -2
  - dim: zls, 0, 0 yéetel 0
Equations:
  - q1 lnz equal rsz power of 2 divided by ttm power of 2
  - q2 vrt equal rsz power of -1 divided by ttm power of -1 plus rsz power of -1 times ttm power of 1 times zls
  - q3 znz equal ttm power of 1 times zzt power of -1 plus ttm power of 1 divided by zzt power of 1 times zls
  - q4 ltm equal rsz power of -1 times zzt power of 2
Dimensionally impossible what?

Base dimensions: mę̀soʼóna; length; time.
Dimensions:
  - dim: rsz, 1, 1 -1
  - dim: zzt, -2, 1 -1
  - dim: ttm, -1, -2 0
  - dim: ltm, -5, 1 -2
  - dim: znz, 1, -3 1
  - dim: sts, 2, -2 0
  - dim: vrt, -2, -3 1
  - dim: lnz, 4, 6 -2
  - dim: zls, 0, 0 0
Equations:
  - q1 lnz equal rsz power of 2 divided by ttm power of 2
  - q2 vrt equal rsz power of -1 divided by ttm power of -1 plus rsz power of -1 times ttm power of 1 times zls
  - q3 znz equal ttm power of 1 times zzt power of -1 plus ttm power of 1 divided by zzt power of 1 times zls
  - q4 ltm equal rsz power of -1 times zzt power of 2
Dimensionally impossible híli?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rsz, 1, 1 na -1
  - dim: zzt, -2, 1 na -1
  - dim: ttm, -1, -2 na 0
  - dim: ltm, -5, 1 na -2
  - dim: znz, 1, -3 na 1
  - dim: sts, 2, -2 na 0
  - dim: vrt, -2, -3 na 1
  - dim: lnz, 4, 6 na -2
  - dim: zls, 0, 0 na 0
Equations:
  - q1 lnz rsz 2 power of ttm 2 power of divided by equal
  - q2 vrt rsz -1 power of ttm -1 power of divided by rsz -1 power of ttm 1 power of times zls times plus equal
  - q3 znz ttm 1 power of zzt -1 power of times ttm 1 power of zzt 1 power of divided by zls times plus equal
  - q4 ltm rsz -1 power of zzt 2 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; ára.
Dimensions:
  - dim: rsz, 1, 1 -1
  - dim: zzt, -2, 1 -1
  - dim: ttm, -1, -2 0
  - dim: ltm, -5, 1 -2
  - dim: znz, 1, -3 1
  - dim: sts, 2, -2 0
  - dim: vrt, -2, -3 1
  - dim: lnz, 4, 6 -2
  - dim: zls, 0, 0 0
Equations:
  - q1 lnz equal rsz power of 2 divided by ttm power of 2
  - q2 vrt equal rsz power of -1 divided by ttm power of -1 plus rsz power of -1 times ttm power of 1 times zls
  - q3 znz equal ttm power of 1 times zzt power of -1 plus ttm power of 1 divided by zzt power of 1 times zls
  - q4 ltm equal rsz power of -1 times zzt power of 2
Dimensionally impossible what?

Base dimensions: mass; length; pacha.
Dimensions:
  - dim: rsz, 1, 1 -1
  - dim: zzt, -2, 1 -1
  - dim: ttm, -1, -2 0
  - dim: ltm, -5, 1 -2
  - dim: znz, 1, -3 1
  - dim: sts, 2, -2 0
  - dim: vrt, -2, -3 1
  - dim: lnz, 4, 6 -2
  - dim: zls, 0, 0 0
Equations:
  - q1 lnz rsz 2 power of ttm 2 power of divided by equal
  - q2 vrt rsz -1 power of ttm -1 power of divided by rsz -1 power of ttm 1 power of times zls times plus equal
  - q3 znz ttm 1 power of zzt -1 power of times ttm 1 power of zzt 1 power of divided by zls times plus equal
  - q4 ltm rsz -1 power of zzt 2 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; nàa kòo.
Dimensions:
  - dim: rsz, 1, 1 ǂʻá -1
  - dim: zzt, -2, 1 ǂʻá -1
  - dim: ttm, -1, -2 ǂʻá 0
  - dim: ltm, -5, 1 ǂʻá -2
  - dim: znz, 1, -3 ǂʻá 1
  - dim: sts, 2, -2 ǂʻá 0
  - dim: vrt, -2, -3 ǂʻá 1
  - dim: lnz, 4, 6 ǂʻá -2
  - dim: zls, 0, 0 ǂʻá 0
Equations:
  - q1 lnz equal rsz power of 2 divided by ttm power of 2
  - q2 vrt equal rsz power of -1 divided by ttm power of -1 plus rsz power of -1 times ttm power of 1 times zls
  - q3 znz equal ttm power of 1 times zzt power of -1 plus ttm power of 1 divided by zzt power of 1 times zls
  - q4 ltm equal rsz power of -1 times zzt power of 2
Dimensionally impossible what?

Base dimensions: mass; length; ыр.
Dimensions:
  - dim: rsz, 1, 1 -1
  - dim: zzt, -2, 1 -1
  - dim: ttm, -1, -2 0
  - dim: ltm, -5, 1 -2
  - dim: znz, 1, -3 1
  - dim: sts, 2, -2 0
  - dim: vrt, -2, -3 1
  - dim: lnz, 4, 6 -2
  - dim: zls, 0, 0 0
Equations:
  - q1 lnz rsz 2 power of ttm 2 power of divided by equal
  - q2 vrt rsz -1 power of ttm -1 power of divided by rsz -1 power of ttm 1 power of times zls times plus equal
  - q3 znz ttm 1 power of zzt -1 power of times ttm 1 power of zzt 1 power of divided by zls times plus equal
  - q4 ltm rsz -1 power of zzt 2 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rsz, 1, 1 -1
  - dim: zzt, -2, 1 -1
  - dim: ttm, -1, -2 0
  - dim: ltm, -5, 1 -2
  - dim: znz, 1, -3 1
  - dim: sts, 2, -2 0
  - dim: vrt, -2, -3 1
  - dim: lnz, 4, 6 -2
  - dim: zls, 0, 0 0
Equations:
  - q1 lnz equal rsz power of 2 divided by ttm power of 2
  - q2 vrt equal rsz power of -1 divided by ttm power of -1 plus rsz power of -1 times ttm power of 1 times zls
  - q3 znz equal ttm power of 1 times zzt power of -1 plus ttm power of 1 divided by zzt power of 1 times zls
  - q4 ltm equal rsz power of -1 times zzt power of 2
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rsz, 1, 1 -1
  - dim: zzt, -2, 1 -1
  - dim: ttm, -1, -2 0
  - dim: ltm, -5, 1 -2
  - dim: znz, 1, -3 1
  - dim: sts, 2, -2 0
  - dim: vrt, -2, -3 1
  - dim: lnz, 4, 6 -2
  - dim: zls, 0, 0 0
Equations:
  - q1 lnz rsz 2 power of ttm 2 power of divided by equal
  - q2 vrt rsz -1 power of ttm -1 power of divided by rsz -1 power of ttm 1 power of times zls times plus equal
  - q3 znz ttm 1 power of zzt -1 power of times ttm 1 power of zzt 1 power of divided by zls times plus equal
  - q4 ltm rsz -1 power of zzt 2 power of times equal
Dimensionally impossible what?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rsz, 1, 1 -1
  - dim: zzt, -2, 1 -1
  - dim: ttm, -1, -2 0
  - dim: ltm, -5, 1 -2
  - dim: znz, 1, -3 1
  - dim: sts, 2, -2 0
  - dim: vrt, -2, -3 1
  - dim: lnz, 4, 6 -2
  - dim: zls, 0, 0 0
Equations:
  - q1 lnz equal rsz power of 2 divided by ttm power of 2
  - q2 vrt equal rsz power of -1 divided by ttm power of -1 plus rsz power of -1 times ttm power of 1 times zls
  - q3 znz equal ttm power of 1 times zzt power of -1 plus ttm power of 1 divided by zzt power of 1 times zls
  - q4 ltm equal rsz power of -1 times zzt power of 2
Dimensionally impossible what?

Base dimensions: mass; length; kawit.
Dimensions:
  - dim: rsz, 1, 1 -1
  - dim: zzt, -2, 1 -1
  - dim: ttm, -1, -2 0
  - dim: ltm, -5, 1 -2
  - dim: znz, 1, -3 1
  - dim: sts, 2, -2 0
  - dim: vrt, -2, -3 1
  - dim: lnz, 4, 6 -2
  - dim: zls, 0, 0 0
Equations:
  - q1 lnz equal rsz power of 2 divided by ttm power of 2
  - q2 vrt equal rsz power of -1 divided by ttm power of -1 plus rsz power of -1 times ttm power of 1 times zls
  - q3 znz equal ttm power of 1 times zzt power of -1 plus ttm power of 1 divided by zzt power of 1 times zls
  - q4 ltm equal rsz power of -1 times zzt power of 2
Dimensionally impossible tay?

Base dimensions : masse ; longueur ; temps.
Dimensions :
  - tamisé: rsz, 1, 1 et -1
  - tamisé: zzt, -2, 1 et -1
  - tamisé: ttm, -1, -2 et 0
  - tamisé: ltm, -5, 1 et -2
  - tamisé: znz, 1, -3 et 1
  - tamisé: sts, 2, -2 et 0
  - tamisé: vrt, -2, -3 et 1
  - tamisé: lnz, 4, 6 et -2
  - tamisé: zls, 0, 0 et 0
Équations :
  - q1 lnz égaler à rsz pouvoir de 2 divided par ttm pouvoir de 2
  - q2 vrt égaler à rsz pouvoir de -1 divided par ttm pouvoir de -1 plus rsz pouvoir de -1 fois ttm pouvoir de 1 fois zls
  - q3 znz égaler à ttm pouvoir de 1 fois zzt pouvoir de -1 plus ttm pouvoir de 1 divided par zzt pouvoir de 1 fois zls
  - q4 ltm égaler à rsz pouvoir de -1 fois zzt pouvoir de 2
Quoi dimensionally impossible ?

Fundo dimensio: amaso; longo; tempo.
Dimensio:
  - dim: rsz, 1, 1 kaj -1
  - dim: zzt, -2, 1 kaj -1
  - dim: ttm, -1, -2 kaj 0
  - dim: ltm, -5, 1 kaj -2
  - dim: znz, 1, -3 kaj 1
  - dim: sts, 2, -2 kaj 0
  - dim: vrt, -2, -3 kaj 1
  - dim: lnz, 4, 6 kaj -2
  - dim: zls, 0, 0 kaj 0
Ekvacio:
  - q1 lnz egali rsz potenco de 2 dividita per ttm potenco de 2
  - q2 vrt egali rsz potenco de -1 dividita per ttm potenco de -1 plus rsz potenco de -1 times ttm potenco de 1 times zls
  - q3 znz egali ttm potenco de 1 times zzt potenco de -1 plus ttm potenco de 1 dividita per zzt potenco de 1 times zls
  - q4 ltm egali rsz potenco de -1 times zzt potenco de 2
Dimensionally neebla kio?

Base dimensions: tömeg; hossz; idő.
Dimensions:
  - fénytelen: rsz, 1, 1 és -1
  - fénytelen: zzt, -2, 1 és -1
  - fénytelen: ttm, -1, -2 és 0
  - fénytelen: ltm, -5, 1 és -2
  - fénytelen: znz, 1, -3 és 1
  - fénytelen: sts, 2, -2 és 0
  - fénytelen: vrt, -2, -3 és 1
  - fénytelen: lnz, 4, 6 és -2
  - fénytelen: zls, 0, 0 és 0
Egyenletek:
  - q1 lnz egyenlő rsz hatalom of 2 divided által ttm hatalom of 2
  - q2 vrt egyenlő rsz hatalom of -1 divided által ttm hatalom of -1 meg rsz hatalom of -1 times ttm hatalom of 1 times zls
  - q3 znz egyenlő ttm hatalom of 1 times zzt hatalom of -1 meg ttm hatalom of 1 divided által zzt hatalom of 1 times zls
  - q4 ltm egyenlő rsz hatalom of -1 times zzt hatalom of 2
Dimensionally lehetetlen melyik?

base dimensions:mass; 長度; 時間.
dimensions:
  - dim:rsz, 1, 1及-1
  - dim:zzt, -2, 1及-1
  - dim:ttm, -1, -2及0
  - dim:ltm, -5, 1及-2
  - dim:znz, 1, -3及1
  - dim:sts, 2, -2及0
  - dim:vrt, -2, -3及1
  - dim:lnz, 4, 6及-2
  - dim:zls, 0, 0及0
equations:
  - q1:lnz匹敵rsz電力...嘅2divided……之前ttm電力...嘅2
  - q2:vrt匹敵rsz電力...嘅-1divided……之前ttm電力...嘅-1plusrsz電力...嘅-1timesttm電力...嘅1timeszls
  - q3:znz匹敵ttm電力...嘅1timeszzt電力...嘅-1plusttm電力...嘅1divided……之前zzt電力...嘅1timeszls
  - q4:ltm匹敵rsz電力...嘅-1timeszzt電力...嘅2
dimensionally冇可能嘅乜嘢?

Base dimensions: mass; length; time.
Dimensions:
  - dim: rsz, 1, 1 とぅ -1
  - dim: zzt, -2, 1 とぅ -1
  - dim: ttm, -1, -2 とぅ 0
  - dim: ltm, -5, 1 とぅ -2
  - dim: znz, 1, -3 とぅ 1
  - dim: sts, 2, -2 とぅ 0
  - dim: vrt, -2, -3 とぅ 1
  - dim: lnz, 4, 6 とぅ -2
  - dim: zls, 0, 0 とぅ 0
Equations:
  - q1 lnz equal rsz power of 2 divided by ttm power of 2
  - q2 vrt equal rsz power of -1 divided by ttm power of -1 plus rsz power of -1 times ttm power of 1 times zls
  - q3 znz equal ttm power of 1 times zzt power of -1 plus ttm power of 1 divided by zzt power of 1 times zls
  - q4 ltm equal rsz power of -1 times zzt power of 2
Dimensionally impossible what?

Base dimensions: масса; ұзындық; уақыт.
Dimensions:
  - dim: rsz, 1, 1 және -1
  - dim: zzt, -2, 1 және -1
  - dim: ttm, -1, -2 және 0
  - dim: ltm, -5, 1 және -2
  - dim: znz, 1, -3 және 1
  - dim: sts, 2, -2 және 0
  - dim: vrt, -2, -3 және 1
  - dim: lnz, 4, 6 және -2
  - dim: zls, 0, 0 және 0
Теңдеу:
  - q1 lnz equal rsz билік туралы 2 divided қасында ttm билік туралы 2
  - q2 vrt equal rsz билік туралы -1 divided қасында ttm билік туралы -1 plus rsz билік туралы -1 times ttm билік туралы 1 times zls
  - q3 znz equal ttm билік туралы 1 times zzt билік туралы -1 plus ttm билік туралы 1 divided қасында zzt билік туралы 1 times zls
  - q4 ltm equal rsz билік туралы -1 times zzt билік туралы 2
Dimensionally impossible не?

בָּסִיס מֵמַד: מַסָּה; length; זְמָן.
מֵמַד:
  - כהה: rsz, 1, 1 וְ־ -1
  - כהה: zzt, -2, 1 וְ־ -1
  - כהה: ttm, -1, -2 וְ־ 0
  - כהה: ltm, -5, 1 וְ־ -2
  - כהה: znz, 1, -3 וְ־ 1
  - כהה: sts, 2, -2 וְ־ 0
  - כהה: vrt, -2, -3 וְ־ 1
  - כהה: lnz, 4, 6 וְ־ -2
  - כהה: zls, 0, 0 וְ־ 0
equations:
  - q1 lnz שָׁוֶה rsz חַשְׁמַל שֶׁל 2 divided על ידי ttm חַשְׁמַל שֶׁל 2
  - q2 vrt שָׁוֶה rsz חַשְׁמַל שֶׁל -1 divided על ידי ttm חַשְׁמַל שֶׁל -1 פלוס rsz חַשְׁמַל שֶׁל -1 times ttm חַשְׁמַל שֶׁל 1 times zls
  - q3 znz שָׁוֶה ttm חַשְׁמַל שֶׁל 1 times zzt חַשְׁמַל שֶׁל -1 פלוס ttm חַשְׁמַל שֶׁל 1 divided על ידי zzt חַשְׁמַל שֶׁל 1 times zls
  - q4 ltm שָׁוֶה rsz חַשְׁמַל שֶׁל -1 times zzt חַשְׁמַל שֶׁל 2
איזה dimensionally בלתי־אפשרי?