if two capacitors of capacities `C_(1)=4muF and C_(2)=1muF` are connected in series, the ratio of the potential drops across the capacitors `C_(1) and C_(2)` is

Three capacitors of capacitances 1muF,2muF and 3muF are connected in series (b) What is the ratio of potential differences ?

Two capacitors of capacities 1muF and 4muF are connected in series with battery of 200V. The voltage across them are in the ratio of

Two capacitors of capacity C_(1) and C_(2) are connected in series. The combined capacity C is given by

Two capacitors of capacitances 10muF and 20muF are connected in series across a potential difference of 100V. The potential difference across each capacitor is respectively

Three capacitors of capacitance 1.0muF,2.0muF" and "5.0muF are connected in series to a 10V source. The potential difference across the 2.0muF capacitor is

Three capacitors of capacitances , 1muF,2muF and 3muF , are connected in parallel (b) What is the ratio of potential differences ?

Two capacitors of capacitances C_(1)=2muF and C_(2)=8muF are connected in series and the resulting combination is connected across a 300V battery. Calculate the charge, potential difference and energy stored in the capacitor separately.

Two capacitors of capacitances C_(1)=2muF and C_(2)=8muF are connected in series and the resulting combination is connected across a 300V battery. Calculate the charge, potential difference and energy stored in the capacitor separately.