Five capacitors of capacitances `C_(1) = C_(5) = 1 muF , C_(2) = C_(3) = C_(4) = 2 muF` are connectes as shown in Fig. Calculate equivalent capacitance of the system between points `A` and `B`.

Four capacitors, C_(1) C_(2) C_(3) and C_(4) are connected as shown in figure below. Calculate • equivalent capacitance of the circuit between points X and Y.

Three capacitors C_1 = 3muF, C_2 = 6muF and C_3 = 10muF are connected to a 50 V battery as shown in the figure below: Calculate : The equivalent capacitance of the circuit between points A and B.

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

Seven capacitor are connected as shown in the figure. . The equivalent capacitance in muF between A and B is.

If C_(1) = 3 pF and C_(2) = 2 pF , calculate the equivalent capacitance of the network shown in Fig between points A and B .

Three capacitors X = 1 muF, Y = 2 muF and Z = 3 muF are connected as shown in figure, then the equivalent capacitance between points A and B is

Some capacitors each of capacitance 30 muF are connected as shown in. Calculate the equivalent capacitance between terminals A and B .

Some capacitors each of capacitance 30 muF are connected as shown in. Calculate the equivalent capacitance between terminals A and B .