In the circuit shown key is closed at `t=0` with capacitor initially uncharged.

In the circuit shown, the switch 'S' is closed at t =0 . Then capacitor is initially uncharged. Then the current through the resistor R = 8Omega at t = 0.4 xx 10^(-3) sec is (Take e^(-2) = 0.135 )

In the circuit shown, the switch 'S' is closed at t =0 . Then capacitor is initially uncharged. Then the current through the resistor R = 8Omega at t = 0.4 xx 10^(-3) sec is (Take e^(-2) = 0.135 )

The following two questions refer to the circuit shown. Assume that the capacitors are initially uncharged. At time t = 0, the switch S in the circuit is closed. At that instant, what is the equivalent resistance of the circuit?

The following two questions refer to the circuit shown. Assume that the capacitors are initially uncharged. At time t = 0, the switch S in the circuit is closed. At that instant, what is the equivalent resistance of the circuit?

The following two questions refer to the circuit shown. Assume that the capacitors are initially uncharged. After the switch has been closed for a long time, how much charge is on the positive plate of the 3muF capacitor?

The following two questions refer to the circuit shown. Assume that the capacitors are initially uncharged. After the switch has been closed for a long time, how much charge is on the positive plate of the 3muF capacitor?

In the circuit shown in figure, the capacitors are initially uncharged. The current through resistor PQ just after closing the switch is

In the circuit shown in figure-3.351 the capacitors are initially uncharged. The current through resistor PQ just after closing the switch is :

In the circuit shown in figure, the capacitors are initially uncharged. The current through resistor PQ just after closing the switch is

In the circuit shown, all the capacitors are initially uncharged. The current through the battery just after closing the switch 'S' is