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If L, R, C denote inductance, resistance and capacitance, respectively. Then dimensions of $\frac{L}{R^{2} C}$ are

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M0L0T

MLT−1

A−1M0L0T−1

M0L0T0

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detailed solution

Correct option is D

LR = time constant of L-R circuit = M0L0TRC = time constant of R-C circuit = M0L0TL R2C = LR×1RC = M0L0TM0L0T = M0L0T0

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If L, R, C denote inductance, resistance and capacitance, respectively. Then dimensions of LR2Care

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If L, R, C denote inductance, resistance and capacitance, respectively. Then dimensions of $\frac{L}{R^{2} C}$ are