A capacitor of capacitance `C_(1)=1 muF` withstand a maximum voltage of `V_(1)=6 KV`, and another capacitor of capacitance `C_(2)=2 muF`, can with stand a maximum voltage of `V_(2)=4KV`. If they are connected in series, what maximum voltage will the system withstand?

A capacitor of capacitance C_(1)=1 muF can withstand maximum voltage V_(1)=6 kV and another capacitor of capacitance C_(2)=3 muF can withstand maximum voltage V_(2) 4 kV . When the two capacitors are connected in series, the combined system can withstand a maximum voltage of

A capaitor of capacitance C_(1) = 1.0 muF withstands teh maximum voltage V_(1) = 6.0 kV while a capacitor of capacitance C_(s) = 2.0 muF , the maximum voltage V_(s) = 4.0 kV . What voltage will the system of these two capacitors withsatand if they are connected in sereis ?

A capacitor of capacitance 1 muF withstands the maximum voltage 6 kV while a capacitor of 2muF withstands the maximum voltage 4 kV. What maximum voltage will the system of these two capacitor withstands if they are connected in series?

A 10 mu F capacitor can withstand a maximum voltage of 100 V across it,whereas another 20 mu F capacitor can withstand a maximum voltage of only 25 V. What is the maximum voltage that can be put across their series combination ?

Three capacitors 2muF, 3muF and 5muF can withstand voltages to 3V,2V and 1V respectively. Their series combination can withstand a maximum voltage equal to

Three capacitors 2 mu F, 3 muF and 5 muF can withstand voltages to 3 V, 2V and 1V respectively. Their series combination can withstand a maximum voltage equal to

Two capacitors 3muF and 4muF have same maximum voltage rating V_(0) . When they are connected in series, they can withstand a maximum potential difference of 700 V . What is V_(0) ?

A capacitor of capacitance (2.0pm0.1)muF is charged to a voltage V= (2.0pm0.2)"volt" . What will be the charge on the capcitor?