359273 Assertion :
Charge on all the condensers connected in series is the same.
Reason :
Capacitance of capacitor is directly proportional to charge on it.

359274 Two capacitors of capacities \(C\) and \(2 C\) are connected in parallel and then connected in series with a third capacitor of capacity \({\rm{ }}3C\). The combination is charged with \(V\) volt. The charge on capacitor of capacity \(C\) is

359275 \(n\) identical capacitors each of capacitance \(C\) when connected in parallel give the effective capacitance \(90{\text{ }}\mu F\) and when connected in series give \(2.5{\text{ }}\mu F\). Then, the values of \(n\) and \(C\) respectively, are

359276 An electrician requires a capacitance of \(6\mu F\) in a circuit across a potential difference of 1.5 \(kV\). A large number of \(2\mu F\) capacitors which can with stand a potential difference of not more than 500 \(V\) are available. The minimum number of capacitors required for the purpose is

359273 Assertion :
Charge on all the condensers connected in series is the same.
Reason :
Capacitance of capacitor is directly proportional to charge on it.

359274 Two capacitors of capacities \(C\) and \(2 C\) are connected in parallel and then connected in series with a third capacitor of capacity \({\rm{ }}3C\). The combination is charged with \(V\) volt. The charge on capacitor of capacity \(C\) is

359275 \(n\) identical capacitors each of capacitance \(C\) when connected in parallel give the effective capacitance \(90{\text{ }}\mu F\) and when connected in series give \(2.5{\text{ }}\mu F\). Then, the values of \(n\) and \(C\) respectively, are

359276 An electrician requires a capacitance of \(6\mu F\) in a circuit across a potential difference of 1.5 \(kV\). A large number of \(2\mu F\) capacitors which can with stand a potential difference of not more than 500 \(V\) are available. The minimum number of capacitors required for the purpose is

359273 Assertion :
Charge on all the condensers connected in series is the same.
Reason :
Capacitance of capacitor is directly proportional to charge on it.

359274 Two capacitors of capacities \(C\) and \(2 C\) are connected in parallel and then connected in series with a third capacitor of capacity \({\rm{ }}3C\). The combination is charged with \(V\) volt. The charge on capacitor of capacity \(C\) is

359275 \(n\) identical capacitors each of capacitance \(C\) when connected in parallel give the effective capacitance \(90{\text{ }}\mu F\) and when connected in series give \(2.5{\text{ }}\mu F\). Then, the values of \(n\) and \(C\) respectively, are

359276 An electrician requires a capacitance of \(6\mu F\) in a circuit across a potential difference of 1.5 \(kV\). A large number of \(2\mu F\) capacitors which can with stand a potential difference of not more than 500 \(V\) are available. The minimum number of capacitors required for the purpose is

359273 Assertion :
Charge on all the condensers connected in series is the same.
Reason :
Capacitance of capacitor is directly proportional to charge on it.

359274 Two capacitors of capacities \(C\) and \(2 C\) are connected in parallel and then connected in series with a third capacitor of capacity \({\rm{ }}3C\). The combination is charged with \(V\) volt. The charge on capacitor of capacity \(C\) is

359275 \(n\) identical capacitors each of capacitance \(C\) when connected in parallel give the effective capacitance \(90{\text{ }}\mu F\) and when connected in series give \(2.5{\text{ }}\mu F\). Then, the values of \(n\) and \(C\) respectively, are

359276 An electrician requires a capacitance of \(6\mu F\) in a circuit across a potential difference of 1.5 \(kV\). A large number of \(2\mu F\) capacitors which can with stand a potential difference of not more than 500 \(V\) are available. The minimum number of capacitors required for the purpose is