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Polar moment of inertia $$(I_p)$$ of a circular disc is to be determined by suspending it by a wire and noting the frequency of oscillations (f)
$$I_p \alpha \frac {1}{f^2}$$
$$I_p \alpha {f^2}$$
$$I_p \alpha {f}$$
$$I_p \alpha \frac {1}{f}$$
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