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

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.

If Q is the charge on the pates of a capacitor of capacitances C,V the potential difference between the plates, s the area of each plate and d the distance between the plates, the force of attraction between the plates is-

If C and R denote capacitance and resistance respectively, then the dimensional formula of CR is

If C and R denote capacitance and resistance respectively, then the dimensional formula of CR is

If C and R denote capacitance and resistance respectively, then the dimensional formula of CR is

If q is a charge on the capacitor and C is a capacitance, then energy stored in capacitor is