चित्रानुसार परिपथ का एक भाग AB है। E=10 V C_(1)=1.0 mu F,C_(2)=2.0 muFऔर विभवान्तरV_(A)-V_(B)=5 ...

(i) Find out the charges on the three capacitors connected to a battery as shown in figure. Take C_(1)=1.0 mu F , C_(2)=2.0 mu F, C_(3)=3.0 mu F and V=20 volt (ii) Find out the work done by the battery during the process of charging (initially all the capacitors are uncharged) (iii) Find out the total energy stored in the capacitors.

For section AB of a circuit shown in , C_(1)=1 muF, C_(2)=2 muF, E=10 V , and the potential difference V_(A)-V_(B)=-10 V . Charge on capacitor C_(1) is .

A circuit has a section AB as shown in the fig. With E =10V. C_1= 1.0muF, C_2= 2.0muF and the potential difference V_A–V_B= 5V. The voltage across C_1 is :

(a ) Find the equivalent capacitance of the combination shown in the figure ( a) when C_(1)=2.0 mu F, C_(2)=4.0 muF " and " C_(3) =3.0 muF (b ) The input terminals A and B in figure (a) are connected to a battery of 12 V. Find the potential and the charge of each capacitor .

A circuit has a section Ab shown in fig. The emf of the source equals E = 10V , the capacitances are equal to C_(1) = 1.0 muF and C_(2) = 2.0 muF , and the potential difference varphi_(A) - varphi_(B) = 5.0 V . Find the voltage across each capacitor.

A circuit has section AB as shown in figure. The emf of the source equals E=10V , the capacitor capacitances are equal to C_1 =1.0muF and C_2=2.0muF , and the potential difference V_A-V_B=5.0V . Find the voltage across each capacitor.

Find the equivalent capacitance for the combination of capacitances shown in fig.25-10a, across which potential difference V is applied . Assume (a) C_1=12.0 mu F,C_2=5.30 mu F and C_3=4.50 mu F (b) The potential difference applied to the input terminals in fig.25-10a is V=12.5V What is the charge on C_1 ?

Find the accelerations of blocks A and B for the following cases. (A) mu_(1)=0 " and "mu_(2)=0.1" (P)" a_(A)=a_(B)=9.5m//s^(2) (B) mu_(2)=0 " and "mu_(1)=0.1 " (Q)"a_(A)=9m//s^(2), a_(B)=10m//s^(2) (C) mu_(1)=0.1 " and "mu_(2)=1.0 " (R)"a_(A)=a_(B)=g=10m//s^(2) (D) mu_(1)=1.0 " and "mu_(2)=0.1 " (S)" a_(A)=1, a_(B)=9m//s^(2)

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 .