A capacitance C charged to a potential difference V is discharged by connecting its plates through a resistance R. Find the heat dissipated in one time constant after the connections are made. Do this by calculating `int i^(2)Rdt`and also by finding the decrease in the energy stored in the capacitor.

A capacitor of capacitance C, charged to a potential difference V, is discharged through a series combination of two resistors R_(1) and R_(2) . Find the heat generated in resistor R_(1) during discharging.

A capacitor of capacitance C, charged to a potential difference V, is discharged through a series combination of two resistors R_(1) and R_(2) . Find the heat generated in resistor R_(1) during discharging.

A capacitor discharges through a resistance. The stored energy U_0 in one capacitive time constant falls to

A capacitor discharges through a resistance. The stored energy U_0 in one capacitive time constant falls to

The plates of a 50(mu)F capacitor charged to 400(mu)C are connected through a resistance of 1.0k(ohm) . Find the charge remaining on the capacitor 1s after the connection is made.

The plates of a 50(mu)F capacitor charged to 400(mu)C are connected through a resistance of 1.0k(ohm) . Find the charge remaining on the capacitor 1s after the connection is made.

A capacitor of capacitor of capacitance 2.0muF is charge to a potential diffrence of 12V It is then connected of uncharged capacitor of capacitance 4.0muF as shown in figure . Find (a ) the charge on each of the two capacitors after the connection, (b ) the electrostatic energy stored in each of the two capacitors.

A capacitor of capacitor of capacitance 2.0muF is charge to a potential diffrence of 12V It is then connected of uncharged capacitor of capacitance 4.0muF as shown in figure . Find (a ) the charge on each of the two capacitors after the connection, (b ) the electrostatic energy stored in each of the two capacitors.