A circuit containing two capacitor `C_(1)` and `C_(2)` shown in figure is in steady state with switch `K_(1)` closed and `K_(2)` open. At the instant `t=0,K_(1)` is opened and `K_(2)` is closed. The correct statements are.

A circuit containing capacitors C_(1) and C_(2) shown in Fig. is in the steady state with key K_(1) closed. At the instant t = 0, K_(1) is opened and K_(2) is closed. The angular frequency of oscillation of the circuit is

A circuit containing capacitors C_(1) and C_(2) as shown in the figure are in steady state with key K_(1) closed.At the instant t=0 , if K_(1) is opened and K_(2) is closed then the maximum current in the circuit will be:

A circuit containing capacitors C_(1) and C_(2) shown in Fig. is in the steady state with key K_(1) closed. At the instant t = 0, K_(1) is opened and K_(2) is closed. The angular frequency of oscillation of the circuit and charge across C_(1) at t = 125 (mu)s are respectively

A circuit containing capacitors C_(1) and C_(2) shown in the figure is in the steady state with key K_(1) cloesed. At the instant t=0 , K_(1) is opened and K_(2) is closed. (a) Find the angular frequency of oscillation of the LC circuit. (b) Determine the first instant t , when enregy in the indctor becomes one third of that in the capacitor. (c) Calculate the change on the plates of the capacitor at that instant.

A circuit containing capacitors C_1 and C_2 , shown in the figure is in the steady state with key K_1 and K_2 opened. At the instant t = 0 , K_1 is opened and K_2 is closed. (a) Find the angular frequency of oscillations of L- C circuit. (b) Determine the first instant t , when energy in the inductor becomes one third of that in the capacitor. (c) Calculate the charge on the plates of the capacitor at that instant.

A circuit containing capacitors C_1 and C_2 , shown in the figure is in the steady state with key K_1 and K_2 opened. At the instant t = 0 , K_1 is opened and K_2 is closed. (a) Find the angular frequency of oscillations of L- C circuit. (b) Determine the first instant t , when energy in the inductor becomes one third of that in the capacitor. (c) Calculate the charge on the plates of the capacitor at that instant.

In the circuit shown in Figure, initially key K_(1) is closed and key K_(2) is open. Then K_(1) is opened and K_(2) is closed. Then

The circuit shown in figure is in the steady state with switch S_(1) closed. At t=0, S_(1) is opened and switch S_(2) is closed. Find the first instant t, when energy in inductor becomes one third of that in capacitor

The circuit shown in figure is in the steady state with switch S_(1) closed. At t=0, S_(1) is opened and switch S_(2) is closed. Find the first instant t, when energy in inductor becomes one third of that in capacitor