In the given LC circuit if initially capacitor C has change Q on it and `2C` has charge `2Q`. The polarities are as shown in the figure. Then after closing the switch s at `t = 0`

In the given LC circuit,if initially capacitor C has charge Q on it and 2C has charge 2Q. The polar ar as shown in figure. Then after closing switch S and t=0

In the given figure switch is open initially and capacitor C_2 is unchanged Charge on C2 just after closing the switch is

In the given circuit, the initial charges on the capacitors are shown in the figure. The charge flown through the switches S_(1) and S_(2) respectively after closing the switches are

In the given circuit, the initial charges on the capacitors are shown in the figure. The charge flown through the switches S_(1) and S_(2) respectively after closing the switches are

In the circuit shown in figure-3.345 the capacitor of capacitance C is charged to a potential difference V. The current in the circuit just after the closing of switch S is :

An inductor and two capacitors are connected in the circuit as show in Fig Initially capacitor A has no charge and capacitor B has CV charge. Assume that the circuit has no resistance at all. At t = 0 , switch S is closed, then [given LC = (2)/(pi^(2) xx 10^(4)) S^(2) and Cv = 100 mC]