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

In the given at t = 0 , switch S is closed. The energy stored in the inductor at any instant t (0 lt t oo) will be

In the given at t = 0 , switch S is closed. The energy stored in the inductor at any instant t (0 lt t oo) will be

In given circuit, switch S is closed at t=0 . The charge on the capacitor ar steady state will be

In given LR circuit the switch S is closed at time t=0 then

In given LR circuit the switch S is closed at time t=0 then

In the given at t = 0 , switch S is closed. The current through the 10 Omega resistor at any instant t(0 lt t lt oo) will be

In the given at t = 0 , switch S is closed. The current through the 10 Omega resistor at any instant t(0 lt t lt oo) will be

In the circuit shown if Fig. the switch S is closed at time t = 0. The current through the capacitor and inductor will be equal at time t equal (given R = sqrt(L//C)