Two identical capacitors eachof capacitance C are charged to the same potential V and are connected in two circuits (i) and (ii) at t=0 as shown. The charges on the capacitor at t=CR are

Two identical capacitors A and B are charged to the same potential V and are connected in two circuits at t=0 as shown in figure.The charges on the capacitor at a time t=CR are, respectively, A. VC,VC B. VC/e,VC C. VC,VC/e D. VC/e,VC/e

Two identical capacitors A and B are charged to the same potential V and are connected in two circuits at t = 0 as shown in figure. The charge of the capacitors at a time t = CR are respectively -

Two identical capacitors A and B are charged to the same potential V and are connected in two circuits at t = 0 as shown in figure. The charge of the capacitors at a time t = CR are respectively -

Two identical capacitors A and B are charged to the same potential V and are connected in two circuits at t = 0 as shown in figure. The charge of the capacitors at a time t = CR are respectively -

Two parallel plate capacitor of capacitance 2C and C are charged to the potentials 2 V and V respectively and are connected in a circuit along with a resistance R as shown in the diagram. The switch k is closed at t= 0 . Find the current in the circuit as a function of time and total heat produced in the circuit

Two identical capacitor A and B, charged to the same potential 5V are connected in two different circuits as shown below at time t=0. t=CR is Q_(A) and Q_(B) respectively, then (Here e is the base of natureal logarithm)

Two identical capacitor A and B, charged to the same potential 5V are connected in two different circuits as shown below at time t=0. t=CR is Q_(A) and Q_(B) respectively, then (Here e is the base of natureal logarithm)