A $220 V$ AC supply is connected between points A and B as shown figure. What will be the potential difference V across the capacitor?

220 V

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110 V

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0 V

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220 \sqrt{2} V

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Solution

The correct option is D $220 \sqrt{2} V$
The potential difference across the capacitor will be $V_{m} a x$ .
$V_{m a x}$ = $V_{r m s} \sqrt{2}$ = $220 \sqrt{2} V$

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A 220V AC supply is connected between points A and B as shown figure. What will be the potential difference V across the capacitor?

The correct option is D 220√2VThe potential difference across the capacitor will be Vmax .Vmax = Vrms√2 = 220√2V

A $220 V$ AC supply is connected between points A and B as shown figure. What will be the potential difference V across the capacitor?

The correct option is D $220 \sqrt{2} V$
The potential difference across the capacitor will be $V_{m} a x$ .
$V_{m a x}$ = $V_{r m s} \sqrt{2}$ = $220 \sqrt{2} V$