A `10 muF` capacitor is charged to `15 V`. It is next connected in seties with an uncharged `5 muf` capacitor. The series cambination is finally connected across a `30 V` battery, as shown in. Find the new potential differnce across the `5 muF` and `10 muF` capacitors.

Five capacitors are connected across a battery of 5V as shown in figure (o). Calculate the potential difference across the plates of the 5muF capacitor.

given that potential differene across 1muF capacitor is 10V . Then,

A 10 muF capacitor is charged to 10 V and disconnected from the battery. If another uncharged 10 muF capacitor is connected across it in parallel the voltage across the combination will be

Three capacitors 2,3 and 6 muF are connected in series to a 10 V source. The charge on 3muF capacitor is

A 20muF capacitor charged to 100 V is connected in parallel to a 10muF capacitor charged to 100 V. find the loss in energy.

A 10muF capacitor is charged by a 30v d.c.supply and then connected across an uncharged 50muF capacitor calculate (a) the final potential difference across the combination. (b) initial and final energies.

A 10 muF capacitor is charged to a potential difference of 1000 V . The terminals of the charged capacitor are disconnected from the power supply and connected to the terminals of an uncharged 6 muF capacitor. What is the final potential difference across each capacitor ?