A 10uF capacitor is charged to a
potential difference of 50V and is
connected to another uncharged
capacitor in parallel. Now the commo
potential difference becomes 20 volt
The capacitance of second capacitor
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Solution :-
As per the given data ,
Initially ,
- Capacitor ( C1 ) = 10 μ F
- Potential difference ( V ) = 50 V
we know that ,
⇒ C = Q / V
On rearranging ,
⇒ Q = C 1 x V
⇒ Q = 10 x 50
⇒ Q = 500 μC
Now ,
- C 1 is connected to another unknown capacitor ( C 2 ) in parallel combination
- Common potential difference ( V ') = 20 V
- Charge ( Q ) = 500 μC
⇒ C ' = Q / V'
⇒ C 1 + C 2 = 500 / 20
⇒ C 1 + C 2 = 25
⇒ C 2 = 25 - 10
⇒ C 2 = 15 μF
The capacitance of the second capacitor is 15 μF
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