In figure, battery B supplies `12 V`. Find the charge on each capacitor

(a) first when only switch S1 is closed and
(b) later when S2 is also closed.
(Take `C_1=1.0muF, C_2=2.0muF, C_3=3.0muF` and `C_4=4.0muF)`

Find the charges on the three capacitors connected to a bettery as shown in figure (31.E1). Take C_1=2.0,muF, C_2=4.0,muf, C_3=6.0,muF and V=12 volts.

Find the charges on the three capacitors connected to a bettery as shown in figure (31.E1). Take C_1=2.0,muF, C_2=4.0,muf, C_3=6.0,muF and V=12 volts.

Consider the network of capacitors as shown in the figure. Find equivalent capacitance between points A and C. Assume C_(1)=1muF, C_(2)=0.5muF and C_(3)=1muF .

Find the charges on the three capacitors connected to a battery as shown in figure (31.E1). Take C_1=2.0=2.0,muF, C_2=4.0,muf, C_3=6.0,muF and V=12volts .(31-E1). Take C_1=2.0 mu F, C_2=4.0 mu F, C_2=6.0 mu F and V=12volts .

Find the charges on the three capacitors connected to a bettery as shown in figure (31.E1). Take C_1=2.0=2.0,muF, C_2=4.0,muf, C_3=6.0,muF and V=12volts .(31-E1). Take C_1=2.0 mu F, C_2=4.0 mu F, C_2=6.0 mu F and V=12volts .

Find the charges on the three capacitors connected to a bettery as shown in figure (31.E1). Take C_1=2.0=2.0,muF, C_2=4.0,muf, C_3=6.0,muF and V=12volts .(31-E1). Take C_1=2.0 mu F, C_2=4.0 mu F, C_2=6.0 mu F and V=12volts .

Find the charges on the three capacitors connected to a bettery as shown in figure (31.E1). Take C_1=2.0=2.0,muF, C_2=4.0,muf, C_3=6.0,muF and V=12volts .(31-E1). Take C_1=2.0 mu F, C_2=4.0 mu F, C_2=6.0 mu F and V=12volts .

The equivalent capacity between A and B in the given circuit is (C_(1) =4muF,C_(2)=12 muF,C_(3)=8muF , C_(4)=4muF,C_(5)=8muF)

In the circuit shown , the emf of each battery is 60 V and C_(1)=2 muF and C_(2)=3 muF . Find the charges that will flow through the sections 1 , 2 and 3 after the Key is closed. .