When a condenser of capacitor C is givenn a charge Q, the P.D. across its plates is V. the diemnsional formula for QV is

f Q denote the charge on the plate of a capacitor of capacitance C then the dimensional formula for (Q^(2))/(©) is

Given that C denotes capacitance of a capacitor and V is the potential difference across its plates. Then the dimensions of CV^(2) are same as that of

Given that C denotes capacitance of a capacitor and V is the potential difference across its plates. Then the dimensions of CV^(2) are same as that of

A.P.D. of V volts is applied across the plates of a parallel plate capacitor having plate area A. if Q is the charge on its plates and K is the dielectric constant of the medium, between the plates, then the plate separation is given by

Let Q denote the charge on the plate of a capacitor of capacitance c. The dimensional formula for (Q^(2))/C is [ML^(x)T^(-x)] . Find the value of x.