As we said earlier also, current will flow in loop `ABCDA` when charging is over. And this current is `i=("Net emf")/("Total resistance")=24/(5+3)=3A` Now` PD` across the capacitor is equal to the `PD` across the `5Omega` resistance. Hence `V=V_A-V_B=iR=(3)(5)=15V` `:. q=CV=(2xx15)muC=30muC`
Topper's Solved these Questions
CAPACITORS
DC PANDEY|Exercise Exercise|155 Videos
CAPACITORS
DC PANDEY|Exercise OBJECTIVE_TYPE|1 Videos
ATOMS
DC PANDEY|Exercise MEDICAL ENTRANCES GALLERY|42 Videos
COMMUNICATION SYSTEM
DC PANDEY|Exercise Subjective|11 Videos
Similar Questions
Explore conceptually related problems
Find the charged stored in all the capacitors
Find the steady state charge stored in the capacitor.
Find the steady state charge stored in the capacitor.
In the circuit shown in figure find a. the equivalent capacitance and b. the charge stored in each capacitor.
In the circuit shown in, C=6 muF . The charge stored in the capacitor of capacity C is .
For the circuit shown in the figure, find the charge stored on capacitor in steady state.
In the circuit shown in figure charge stored in the capacitor of capacity 5muF is
The current in 1Omega resistance and charge stored in the capacitor are
In the circuit shown in figure find a. the equivalent capacitance b. the charge stored in each capacitor and c. the potential difference across each capacitor.
Find the energy stored in a capacitor of capacitance 100muF when it is charged to a potential difference of 20 V.