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A ring of mass m and radius R oscillate about point O as shown in figure, then its time period is A ring of mass m and radius R oscillate about point O as shown in figure, then its time period is
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Moment of inertia = Icm + Md^2 = Mr^2 +Mr^2 So I = 2Mr^2 Now time period = 2π √(I / mgL)So I = 2π √(2r/g )
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