If C and V represent capacity and voltage respectively then what...

$\lambda = \dfrac{C}{V} = \dfrac{Q / V}{V} = \dfrac{Q}{{V}^{2}}$

$V = \dfrac{work}{Q}$

$\lambda = \dfrac{{Q}^{3}}{{\left(work\right)}^{2}} = \dfrac{{\left(It\right)}^{3}}{{\left(F . s\right)}^{2}}$

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