The left most capacitor is uncharged. The other tow capacitors carry charges `q_1 = 8muC and q_2 = 10muC` . Now switch S is closed. Find the final charge on left most capacitor.

In steady state, find the charge on 3muF capacitor in muC

The plates of a capacitor of capacitance C are given the charges Q_1 and Q_2 as shwon in figure. Now the switch is closed at t =0. Find the charges on plates after time t.

Initially the capacitor is uncharged find the charge on capacitor as a function of time, if switch is closed at t=0.

A 2 mu F capacitor is charged with 10 volt cell. Now cell is removed and this capacitor is connected with uncharged 8 mu F capacitor. Find out final charge on 8 mu F capacitor.

Initially capacitor 'A' is charged to a potential drop epsilon and capacitor B is uncharged At t=0, switch S is closed, then the maximum current through the inductor is

In the circuit shown in figure, the capacitor is charged with a cell of 5V .If the switch is closed at t=0 , then at t=12s , charge on the capacitor is

For the arrangement shown in the figure, the switch is closed at t = 0 . C_2 is initially uncharged while C_1 has a charge of 2muC (a) Find the current comingn out of the battery just after the switch is closed. (b) Find the charge on the capacitors in the steady state condition.

Two capacitors of equal capacitance ( C_1 = C_2 ) are shown in the figure. Initially, while the switch S is open, one of the capacitors is uncharged and the other carries charge Q0. The energy stored in the charged capacitor is U0. Sometimes after the switch is colsed, the capacitors C_1 and C_2 carry charges Q_1 and Q_2, respectively, the voltages across the capacitors are V_1 and V_2 , and the energies stored in the capacitors are U_1 and U_2 . Which of the following statements is INCORRECT ?