A capacitor `A` of capacitance `4muF` is charged to `30V` and another capacitor `B` of capacitance `2muF` is charged to `15V`. Now, the positive plate of `A` is connected to the negative plate of `B` and negative plate of `A` to the positive plate of `B`. find the final charge of each capacitor and loss of electrostatic energy in the process.

Two parallel plates capacitors A and B having capacitance of 1 muF and 5 muF are charged separately to the same potential of 100 V. Now, the positive plate of A is connected to the negative plate of B and the negative plate of A to the positive plate of B. Find the final charges on each capacitors.

A capacitor of capacitor 5.00 muF is charged to 24.0 V and another capacitor of capacitance 6.0muF is charged to 12.0V (a) Find the energy stored in each capacitor .(b)The positive plates of the first capacitor is now connected to the negative plate of the second and vice versa . Find the new charges on the capacitors .(c)Find the loss of electrostatic energy during the process .(d)Where does this energy go?

A capacitor of capacitance 4muF is charged to 80V and another capacitor of capacitance 6muF is charged to 30V are connected to each other using zero resistance wires such that the positive plate of one capacitor is connected to the positive plate of the other. The energy lost by the 4muF capacitor in the process in X**10^(-4)J . Find the value of X.

A capacitor of capacitance 4muF is charged to 80V and another capacitor of capacitance 6muF is charged to 30V are connected to each other using zero resistance wires such that the positive plate of one capacitor is connected to the positive plate of the other. The energy lost by the 4muF capacitor in the process in X**10^(-4)J . Find the value of X.

A capacitor 4 muF charged to 50 V is connected to another capacitor of 2 muF charged to 100 V with plates of like charges connected together. The total energy before and after connection in multiples of (10^(-2) J) is

A 5.0muF capacitor is charged to 12V . The positive plate of this capacitor is now connected to the negative terminal of a 12V battery and vise versa . Calculate the heat developed in the connecting wires.

Suppose a charge +Q_1 is given to the positive plates and a charge -Q_2 to the negative plate of a capacitor. What is the "charge on the capacitor"?

A capacitorn of 2 muF charged to 50 V is connected in parallel with another capacitor of 1 muF charged to 20 V. The common potential and loss of energy will be

Two capacitors of capacitances 3 muF and 6 muF are charged to a potential of 12 V each. They are now connected to each other, with the positive plate of each joined to the negative plate of the other. The potential difference across each will be

Two capacitors of capacitance 2muF and 5muF are charged to a potential difference 100V and 50 V respectively and connected such that the positive plate of one capacitor is connected to the negative plate of the other capacitor after the switch is closed, the initial current in the circuit is 50 mA. the total resistance of the connecting wires is (in Ohm):