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A ring of mass M and radius R is rotating with angular speed ω about a fixed vertical axis passing through its centre O with two point masses each of mass M8 at rest at O. These masses can move radially outwards along two massless rods fixed on the ring as shown int he figure. At some instant the angular speed of the system is \frac{3}{5}R from O. At this instant the distance of the other mass from O is:

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A ring of mass M and radius R is rotating with angular speed ω about a fixed vertical axis passing through its centre O with two point masses each of mass M8 at rest at O. These masses can move radially outwards along two massless rods fixed on the ring as shown int he figure. At some instant the angular speed of the system is \frac{3}{5}R from O. At this instant the distance of the other mass from O is:






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