If C and V represent capacity and voltage res | vedclass

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Question

$\lambda=\frac{ C }{ V }=\frac{ Q / V }{ V }=\frac{ Q }{ V ^{2}}$
$V =\frac{	ext { work }}{ Q }$
$\lambda=\frac{ Q ^{3}}{(	ext { work })^{2}}=\fra

Vedclass · Accepted Answer

$\left[ M ^{-2} L ^{-4} I ^{3} T ^{7}\right]$

Vedclass · Answer

$\lambda=\frac{ C }{ V }=\frac{ Q / V }{ V }=\frac{ Q }{ V ^{2}}$
$V =\frac{	ext { work }}{ Q }$
$\lambda=\frac{ Q ^{3}}{(	ext { work })^{2}}=\frac{( It )^{3}}{( F . s )^{2}}$
$=\frac{\left[ I ^{3} T ^{3}ight]}{\left[ ML ^{2} T ^{-2}ight]^{2}}=\left[ M ^{-2} L ^{-4} I ^{3} T ^{7}ight]$

If $C$ and $V$ represent capacity and voltage respectively then what are the dimensions of $\lambda,$ where $\frac{ C }{ V }=\lambda ?$

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