Question: A thin (0.50-mathrm{kg}) ring of radius (R=0.10 mathrm{~m}) hangs vertically from a horizontal knife-edge pivot about which the ring can oscillate freely. If the amplitude

A thin $0.50-\mathrm{kg}$ ring of radius $R=0.10 \mathrm{~m}$ hangs vertically from a horizontal knife-edge pivot about which the ring can oscillate freely. If the amplitude of the motion is kept small, what is the period?

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