In a CR circuit, the growth of charge on the | vedclass

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(A) The growth of charge $Q$ on a capacitor in a $CR$ circuit is given by the equation: $Q = Q_0(1 - e^{-t/RC})$.Here, the term $RC$ is known as the t

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more rapid if the $CR$ is smaller

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(A) The growth of charge $Q$ on a capacitor in a $CR$ circuit is given by the equation: $Q = Q_0(1 - e^{-t/RC})$.Here, the term $RC$ is known as the time constant $(	au)$ of the circuit.The time constant determines the rate at which the capacitor charges.If the product $CR$ is smaller, the time constant is smaller, which means the capacitor reaches its maximum charge more quickly.Therefore, the growth of charge is more rapid if the $CR$ value is smaller.

In a $CR$ circuit, the growth of charge on the capacitor is

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