Find potential differece across the capacitor (obviously in steady state)
Text Solution
Verified by Experts
In steady state condition no current will flow through the capacitor C. Current in the outer circuit. `i=(2V-V)/(2R+R)=V/(3R)` Potential difference between `A` and `B` `V_A-V+V+iR=V_B` `:. V_B-V_A=iR=(V/(3R))R=V/3`
Topper's Solved these Questions
CAPACITORS
DC PANDEY ENGLISH|Exercise Exercise|155 Videos
CAPACITORS
DC PANDEY ENGLISH|Exercise OBJECTIVE_TYPE|1 Videos
ATOMS
DC PANDEY ENGLISH|Exercise MEDICAL ENTRANCES GALLERY|42 Videos
COMMUNICATION SYSTEM
DC PANDEY ENGLISH|Exercise Subjective|11 Videos
Similar Questions
Explore conceptually related problems
In the circuit shown in fig. the cell is ideal with emf 15V. Each resistance is of 3Omega. The potential difference across the capacitoro in steady state is
In the given circuit the potential difference across the capacitor is 12V in steady state. Each resistor have 3Omega resistance. The emf of the ideal battery is
In the given circuit, find the potential differece across the 6muf capacitor in steady state.
In the given circuit, the potential difference across the 6muF capacitor in steady state is
For the circuit arrangement shown in fig. a. Find the potentail difference across each capacitor in the steady - state condition. b. Find the current through the 60Omega resistor just after the instant when the key K is opened.
A capacitor of capacitance 1muF is connected in parallel with a resistance 10Omega and the combination is connected across the terminals of a battery of EMF 50 V and internal resistance 1Omega . The potential difference across the capacitor at steady state is (in Volt)
In the given circuit, with steady current, calculate the potential difference across the capacitor and the charge stored in it.
In the circuit shown below the cell is ideal, with emf = 2 V: The resistance of the coil of the galvanometer G is 1 Omega . Then, find the potential difference across C_(1) (in volts), in steady state
A capacitor of capacity 2muF is charged to a potential difference of 12V. It is then connected across an inductor of inductance 6muH . At an instant when potential difference across the capacitor is 6V, what is the current(in A)?
The 500 muF capacitor is charged at a steady rate of 100 mu C//s . The potential difference across the capacitor will be 10 V after an interval of