दो कैपेसिटर `2muF` तथा `4muF` समानांतर में जुड़े हुए हैं। `6muF` का तीसरा संधारित्र

Two capacitors 2muF and 4muF are connected in parallel. A third capacitor of 6muF is connected in series. The combination is then connected across a 12V battery. The voltage across 2muF capacitor is:

Two capacitrors of 2 muF and 4 muF are connected in parallel. A third capacitor of 6 muF is connected in series. The combaination is connected across a 12 V battery. The voltage across 2 mu F capacitor is

Parallel combination of two condensers of capacities 2muF and 4muF and the series combination of two condensers of capacities 6muF and 12muF are connected in series. The equivalent capacity of entire combination is

In fig potential difference between the points X and Y, when C_(1) = 2 muF , C_(2) = 3 muF , C_(3) = 4 muF , C_(4) = 5 muF and e.m.f of battery is 5 V.

Four capacitors with capacitances C_(1) = 1 muF, C_(2) = 1.5 muF, C_(3) = 2.5 muF and C_(4) = 0.5 muF are connected as shown in Fig, to a 30 voltg source. The potentail difference between points a and b is

Given : R_1 =1ohm, R_2 = 2ohm, C_1 = 2 muF, C_2 = 4muF The time constants (in muS ) for the circuits I, II, III are respectively

There are nine 2 muF capacitors, two 1 muF capacitors and one 4 muF capacitor in the circuit shown in the Figure. (a) Identify a point in the circuit where potential is same as that of point A. (b) Identify another pair of points which are having equal potential. (c) Calculate the charge supplied by the cell to the network of capacitors

Find the charges on 6muF and 4muF capacitors

Four capacitors C_(1)=8 muF , C_(2)=2 muf, C_(3)=6 muF , and C_(4)=6, muF are arranged as shown in. Find the charge on all the capacitors in the circuit. .