Two masses M and m are attached to the ends of weightless threads of combined length l. They are set in rotational moton in a horizontal plane about a vertical axis passing through the thread with constant angular velocity ω. If the tensions in the threads are same during motion, the distance of M from the axis is

Two masses M and m are attached to the ends of weightless threads of c

1.	Two masses M and m are attached to the ends of weightless threads of combined length l. They are set in rotational moton in a horizontal plane about a vertical axis passing through the thread with constant angular velocity ω. If the tensions in the threads are same during motion, the distance of M from the axis is
Answer» Two masses $M$ and $m$ are attached to the ends of weightless threads of combined length $l$ . They are set in rotational moton in a horizontal plane about a vertical axis passing through the thread with constant angular velocity $ω$ . If the tensions in the threads are same during motion, the distance of $M$ from the axis is

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