Initially charge on $ C_{1} $ is $ q_{0} $ and all other capacitors are uncharged. If switch is closed at $ t=0 $, then the charge on $ C_{4} $ after along time of closing the switch is,

Question

Initially charge on $ C_{1} $ is $ q_{0} $ and all other capacitors are uncharged. If switch is closed at $ t=0 $, then the charge on $ C_{4} $ after along time of closing the switch is,, $ q_{0} $, $ \frac{q 0}{2} $, $ \frac{q 0}{3} $, $ \frac{q 0}{4} $

MARKS App · Accepted Answer

In parallel, total charge distribution is the direct ratio of capacitance. Hence, q 4 = q 0 3 .

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