In a circuit, a resistor of `10 M Omega`, a capacitance of `0.2mu F` and a battery of 20V are connected in series. Calculated the rate of
(i) growth of charge.
(ii) energy stored by the capacitor,
(iii) heat dissipation in the resistor and
(iv) the energy delivered by the battery after 2s.

An uncharged capacitor of capacitance 100 mu F is connected to a battery of emf 20V at t = 0 through a resistance 10 Omega , then (i) the maximum rate at which energy is stored in the capacitor is :

Three initially uncharged capacitors are connected to a battery of 10V is parallel combination find out following (i) charge flow from the battery (ii) total energy stored in the capacitors (iii) heat produced in the circuit (iv) potential energy in the 3mu F capacitor.

Three capacitors of 3 mu F,2 mu F and 6 mu F are connected in series. When a battery of 10 V is connected to this combination then charge on 3 mu F capacitor will be.

Two capacitors of capacitance 10 mu F and 20 muF are connected in series with a 6 V battery. If E is the energy stored in 20 muF capacitor what will be the total energy supplied by the battery in terms of E.

An inductor 20xx10^(-3) a capacitor 100(mu)F and a resistor 50 Omega are connected in series across a source of emf V=10 sin 314 t . Then the energy dissipated in the circuit in 20 mim is

an inductor of inductance 2.00 H is joined in series with a resistor of resistance 200 Omega and a battery of emf 2.00 V. At t = 10 ms, find (a) th current in the circuit, (b) the power delivered by the batter, (c ) the power dissipated in heating the resistor and (d) the rate at which energy is being stored in magnetic field.

Two capacitors of capacitance 20.0 pF and 50.0 pF are connected is series with a battery of 20 V. Find the energy supplied by the battery.