Figure shows four capacitors with capacities `C, 2C, 3C` and `4C` are charged to the voltage, `V, 2V, 3V` and `4V` correspondingly. The circuit is closed by closing all the switches. Find the potential difference across all capacitors in steady state.

Condensers with capacities C, 2 C, 3C and 4C are charged to the voltage, V, 2 V, 3 V and 4 V correspondingly. The circuit is closed. Find the voltage on all condensers in the equilibrium.

The charge stored in a capacitor is 20 mu C and the potential difference across the plates is 500V .Its capacity is ..?

Two capacitors of capacitances 3 mu F & 6 mu F are charged to potential of 2V and 5V respectively.These two charged capacitors are connected in series.Find the potential across C_(1)

Two capacitors with capacities C_(1) and C_(2) ,are charged to potentials V_(1) and V_(2) respectively.When they are connected in parallel,the ratio of their respective charges is ....?

Two capacitors having capacities C_(1) and C_(2) are charged to voltages V_(1) and V_(2) respectively. There will be no exchange of energy in connecting them in parallel, if

The 500 muF capacitor is charged at a steady rate of 100 mu C//s . The potential difference across the capacitor will be 10 V after an interval of

In the circuit shown, the potential difference across the 3muF capacitor is V and the equivalent capacitance between A and B is C Then:

Consider the circuit shown with key opened. Capacitor -1 ( 3 mu F) is charged to potential difference of 9V Capacitor -2 ( 6 mu F) is charged to potential difference of 3V. The key is now closed . What will be the potential difference ( in V) across capacitor-1 in steady state ?

A capacitor of capacity 2muF is changed to a potential different of 12V . It is then connected across an inductor of inductance 0.6mH What is the current in the circuit at a time when the potential difference across the capacitor is 6.0V ?