`n` Capacitors of `2 mu F` each are connected in parallel and a `p.d` of `200 V` is applied to the combination. The total charge on them was `1c` then `n` is equal to.

Two capacitors 2 mu F and 4 mu F are connected in series and a potential of 100 V is applied across the combination. Energy stored in the capacitors is

The capacitances of two capacitors are 2 mu F and 8 mu F . They are connected in series and a potential difference of 100 V is applied across the combination. What are The total charge of the combination

Two capacitors of capacitances 0.5 mu F and 0.75 mu F are connected in parallel. A potential difference of 600 V is applied to this combination. What are the charges on the two capacitors? Now, the two capacitors are connected in series and the same potential difference is applied. Find out the charges on the capacitors in this case.

The capacitances of two capacitors are 2 mu F and 8 mu F . They are connected in series and a potential difference of 100 V is applied across the combination. What are Charges on both the capacitors, and

Two capacitors each of 1muF capacitance are connected in parallel and are then charged by 200 V. The total energy of their charges is

A capacitor of 30 mu F charged to 100V is connected in parallel to capacitor of 20 mu F charged to 50V .The common potential is ...?

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.