In the circuit shows (Fig.) switches `S_(1)` and `S_(3)` have been closed for `1 s` and `S_(2)` remained open. Just after `1 s`, switch `S_(2)` is closed and `S_(1)` and `S_(3)` are opened. Find after that instant `(t = 0)`:

the charge on the upper plate of the capacitor as a funtion of time

In the circuit shows (Fig.) switches S_(1) and S_(3) have been closed for 1 s and S_(2) remained open. Just after 1 s , switch S_(2) is closed and S_(1) and S_(3) are opened. Find after that instant (t = 0) : the maximum charge on the capacitor

In the circuit shows (Fig.) switches S_(1) and S_(3) have been closed for 1 s and S_(2) remained open. Just after 1 s , switch S_(2) is closed and S_(1) and S_(3) are opened. Find after that instant (t = 0) : the maximum charge on the capacitor

In the circuit shown switches S_(1) and S_(2) have been closed for 1 sec and S_(2) remained open.Just after 1 second is over switch S_(2) is closed and S_(1),S_(3) are opened.Find after that instant The charge on the upper plate of the capacitor as function of time taking the instant of switching on of S_(2) and switching off all time switches to be t=0 is q=x xx10^(-2)cos (t+pi/4) .Findout value of x .

In the circuit shown switches S_(1) and S_(2) have been closed for 1 sec and S_(2) remained open.Just after 1 second is over switch S_(2) is closed and S_(1),S_(3) are opened.Find after that instant The charge on the upper plate of the capacitor as function of time taking the instant of switching on of S_(2) and switching off all time switches to be t=0 is q=x xx10^(-2)cos (t+pi/4) .Findout value of x .

In the circuit shows (Fig.) switches S_(1) and S_(3) have been closed for 1 s and S_(2) remained open. Just after 1 s , switch S_(2) is closed and S_(1) and S_(3) are opened. Find after that instant (t = 0) : the maximum current in the circuit containing inductor and capacitor (only S_(2) is closed)

In the circuit shows (Fig.) switches S_(1) and S_(3) have been closed for 1 s and S_(2) remained open. Just after 1 s , switch S_(2) is closed and S_(1) and S_(3) are opened. Find after that instant (t = 0) : the maximum current in the circuit containing inductor and capacitor (only S_(2) is closed)

In the circuit shown in the figure, if switches S_(1) and S_(2) have been closed for a long time, then charge on the capacitor.