A) \[2\text{ }CV\]
B) \[CV\]
C) \[2\text{ }CV\]
D) \[\frac{3}{2}CV\]
Correct Answer: A
Solution :
Clearly, the potential difference V gets equally divided between the parallel combination (or C and 2C) and capacitor of capacity 3C. Also, in parallel combination, the potential difference across each individual capacitor is the same as the potential difference across he combination. So, potential difference across capacitor of capacity C is \[\frac{V}{2}\]. \[\therefore \] Charge on capacitor of capacity C is \[\frac{CV}{2}\]
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