A condenser of of capacity `2 muF` is charged to a potential of 100V. It is now connected to an uncharged condenser of capacity `3muF` . The common potential will be

A condenser of capacity 10 mu F is charged to a potential of 500 V . Its terminals are then connected to those of an uncharged condenser of capacity 40 mu F . The loss of energy in connecting them together is.

A condenser of capacity 8 mu F is charged to a potential of 1000 V, calculate the energy stored in the condenser.

A condenser of capacitance 10 muF has been charged to 100V . It is now connected to another uncharged condenser in parallel. The common potential becomes 40 V . The capacitance of another condenser is

A condenser of capacitance 10 muF has been charged to 100V . It is now connected to another uncharged condenser in parallel. The common potential becomes 40 V . The capacitance of another condenser is

A condenser of capacity 40muF is cahrged to a potential of 1 KV. What is the work done in raising the potential ?

A parallel plate air condenser of capacity 4muF is charged to a potential of 1000 V. the energy of the condenser is

A condenser of capacity 16 mF charged to a potential of 20 V is connected to a condenser of capacity C charged to a potential of 10 V as shown in the figure. If the common potential is 14 V. the capacity C is equal to