The cell in the circuit shows in Fig is ideal. The coil has an inductance of `4 mH` and a resistance of `2 mOmega`. The switch is closed at `t = 0`. The amount of energy stored in the inductor at `t = 2 s` is (take `e = 3)`

In the circuit shown the cell is ideal. The codil has an inductance of 2H and will blow when the current through it reaches 5a. The switch is closed at t=0. Find the time (in second)n when fuse will blow.

In the circuit shown the cell is ideal. The codil has an inductance of 2H and will blow when the current through it reaches 5a. The switch is closed at t=0. Find the time (in second)n when fuse will blow.

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

Switch is closed at t = 0 then the current in the circuit at t = L/2R is

Switch is closed at t = 0 then the current in the circuit at t = L/2R is

In the circuit shows Fig the cell is ideal. The coil has an inductance of 4 H and zero resistance. F is a fuse of zero resistance and will blow when the current through it reaches 5 H . The switch is closed at t= 0 . The fuse will blow

In the circuit shows Fig the cell is ideal. The coil has an inductance of 4 H and zero resistance. F is a fuse of zero resistance and will blow when the current through it reaches 5 H . The switch is closed at t= 0 . The fuse will blow