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In $C R$-circuit the growth of charge on the capacitor is
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more rapid if the CR is smaller
(a) Growth of charge on capacitor in a $C R$ circuit occurs as
$Q=Q_0\left(1-e^{-t / R C}\right)$
If product $C R$ is small, then time constant for $C R$ circuit is small and growth of charge will be more rapid.
$Q=Q_0\left(1-e^{-t / R C}\right)$
If product $C R$ is small, then time constant for $C R$ circuit is small and growth of charge will be more rapid.
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