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A circular tube of mass M is placed vertically on a horizontal surface as shown in the figure. Two small spheres, each of mass m, just fit in the tube are released from the top, as shown in the figure. If θ gives the angle between radius vector of either ball with the vertical, obtain the value of the ratio m/M for which the tube breaks its contact with ground when θ=60∘ (Ignore any friction)

Answer» A circular tube of mass M is placed vertically on a horizontal surface as shown in the figure. Two small spheres, each of mass m, just fit in the tube are released from the top, as shown in the figure. If θ gives the angle between radius vector of either ball with the vertical, obtain the value of the ratio m/M for which the tube breaks its contact with ground when θ=60 (Ignore any friction)


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