A `2muF` capacitor `C_1` is charge to a voltage 100 V and a `4muF capacitor `C_2` is charged to a voltasge `50 V`. The capacitors are then connected in parallel What is the loss of energy due to parallel connection?

C_1 = 5.6 muF is charged upto 220V . Another capacitor C_2 = 2.8 muF is connected in parallel. Find loss in energy ?

C_1 = 5.6 muF is charged upto 220V . Another capacitor C_2 = 2.8 muF is connected in parallel. Find loss in energy ?

A 28muF capacitor is charged to 100 V and another 2 muF capacitor to 200 V. Then, they are connected in parallel. Determine the total initial and final energies. Account for the difference in two values.

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

Two capacitors of capacitances 1muF and 3muF are charged to the same voltages 5V. They are connected in parallel with oppositely charged plates connected together. Then

Two capacitors of capacitance 10 muF and 20 muF are charged to potential 20 V and 10 V respectively. If they are connected to share charges, then loss of energy is

Two capacitors 1muF and 3muF are charged individually to voltages of 100V and 200V respectively. These are then connected in a parallel combination. Find the loss in the energy stored in the capacitors.

A 100muF capacitor is charged to 100 V . After the charging, battery is disconnected. The capacitor is then connected in parallel to another capacitor. The final voltage is 20 V . Calculate cap the capacity of second capacitor.