Show that in the free oscillations of an LC circuit, the sum of energies stored in the capacitor and the inductor is constant in time.

Show that in the free oscillations of an LC circuit, the sum of energies stored in the capacitor and and the inductor is constant in time.

The energy stored in the capacitor in the steady state is

The energy stored in 4 muF capacitors is

Find total energy stored in capacitors given in the circuit

In the circuit as shown in figure, energy stored in capacitor at steady state is

Find the charge and energy stored on the capacitor C in the following circuit.

A series RLC circuit is connected to an ac generator. The instant at which current in the circuit is zero, the energy stored in the capacitor and inductor are:

Switch S is cloesd in the circuit at time t = 0 . Find the current through the capacitor and the inductor at any time t

In the given at t = 0 , switch S is closed. The energy stored in the capacitor and inductor, respectively, at t rarr oo will be

A charge Q is given to the plates of an isolated capacitor of capacitance C. Now, the terminals of this capacitor are connected to the terminals of an inductor L at t = 0. After how much time will the energy stored in the capacitor and the Inductor become equal?