1.

In a ring ABCD of radius r, the lower half ABC has mass m and the upper half ADC has mass 2m. In both parts, the masses are distributed evenly. The ring is initially at rest on a horizontal surface, as shown. O is the centre of the ring.Let C1 denote the centre of mass of the section ABC and C2 denote the centre of mass of the section ADC. The distance C1C2 is equal to (a) r (b) 2r/3 (c) 2πr/5 (d) 4r/π

Answer»

Correct Answer is:  (d) 4r/π



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