A capacitor of `2.0 muF` is connected to a battery of 2V through a resistance of `10 k Omega`. Calculate (i) the initial current in the circuit and (ii) the current after 0.02s.

An uncharged capacitor of capacitance 8.0 mu F is connected to a battery of emf 6.0 V through a resistance of 24 Omega , then (ii) The current in the circuit at one time constant after the connections are made is :

An ideal inductor of self-inductance 2.5H is connected to a battery of 3V through a resistance of 50Omega . Calculate (i) time constant of the circuit (ii) the steady current in the circuit, (iii) the maximum rate of increase of current, (iv) The value of current after 0.5s and (v) the potential drop across the inductor at t = 0.05s .

An uncharged capacitor of capacitance 8.0 mu F is connected to a battery of emf 6.0 V through a resistance of 24 Omega , then (i) The current in the circuit just after the connections are made is :

An inductor of 3H is connected to a battery of emf 6V through a resistance of 100 Omega . Calculate the time constant. What will be the maximum value of current in the circuit ?

A 20 muF capacitor is connected to 45 V battery through a circuit whose resistance is 2000 Omega. What is the final charge on the capacitor ?

An inductor of 10 mH is connected to a 20 V battery through a resistor of 10" k"Omega and a switch. After a long time, when maximum current is set up in the circuit, the current is switched off. The current in the circuit after mu s is (x)/(100) mA Then x is equal to ____________. (Take e^(-1)=0.37 )

A capacitor of capacitance 100(mu)F is connected across a battery of emf6.0V through a resistance of 20k(Omega) for 4.0s after the battery is disconnecting?

A capacitor of 2 muF is charged to its maximum emf of 2V and is discharged through a resistance of 10^(4)omega . Current in the circuit after 0.02 s will be-