The ratio of resultant capacities when three capacitors of `2 mu` F ,`4 mu` F and `6 mu` F are connected first in series and in parallel ...?

The ratio of the resultant capacities when three capacitors of 2muF, 4muF and 6muF are connected first in series and then in parallel is

Three capacitors of capacitances 3 mu F, 9 mu F and 18 mu F are connected once in series and another time in parallel.The ratio of equivalent capacitance in the two cases, [((C_(s))/(C_(p))) will be ?

Two capacitors 2 mu F and 6 mu F are in series the effective capacitance of the system is mu F will be .....??

Three capacitors of 3 mu F,2 mu F and 6 mu F are connected in series. When a battery of 10 V is connected to this combination then charge on 3 mu F capacitor will be.

P and Q are two capacitors with capacitance 10 mu F and 20 mu F respectively which are connected in series with a battery of value 12V. Find the ratio between the charges and P and Q.

Two capacitors of capacites 1 mu F and C mu F are connected in series and the combination is charged to a potential difference of 120 V . If the charge on the combination is 80 muC , the energy stored in the capacitor C in micro joules is :

In the given circuit find out charge on 6mu F and 1mu F capacitor.

Three capacitors C _(1) =2 mu F, C _(2) 6 mu F and C _(3) = 12 mu F are connected as shown in figure. Find the ratio of the charges on capacitors C _(1), C _(2) and C _(3) respectively :