A body revolves with a constant speed v in a circular path of radius r. The magnitude of its average acceleration during motion between 2 points in diametrically opposite direction is?
Let time taken to complete one revolution = T
Distance covered in one revolution = 2πR
Where R = radius of circular path
Given: V = speed of body = constant
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At diametrically opposite points velocity has opposite direction

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Distance covered from A to B along circular path = d
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Time taken to move from A to B along circular path = t![]()
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