Two capacitors each of value C are connected in parallel. When this combination is connected in series with an identical combination, the effective capacitance becomes:

Three identical capacitors each of capacitance C are connected in series and this connection is connected in parallel with one such more identical capacitor. Then, the capacitance of the whole combination is

Three capacitors each of capacity 10muF are connected in parallel. This combination is connected to a capacitor of capacity C in series so that the effective capacity is 12muF . Find the value of C.

Three capacitors of 3muF each are connected in series. This combination is connected in series to another combination of three capacitors of 1muF each in parallel. Find the total capacitance.

Three capacitors, each of 3 mu F , are connected in series, This combination is in series with another combination of three 1mu F capacitors connected in parallel. Calculate the equivalent capacitance of the network.

Three capacitors, each of capacitance 0.3 muF , are connected in parallel. This combination is connected with another capacitor of capacitance 0.1 muF in series. What is the resultant capacitance?

Two capacitors each of capacitance 2mu f are connected in series. A third capacitor of capacitance 3 mu f is connected in parallel to this combination. The effective capacitance is

Two capacitor each of capacity 4muF are connected in series and third capacitor of capacity 4muF is connected in parallel with the combination. The equivalent capacitance of the arrangement is

Three capacitors each of capacitance 1 muF are connected in parallel. To this combination, a fourth capacitor capacitance 1 muF is connected in series. The resultant capacitance of the system is