an insect moves along a diameter of a revolving round table which is rotating at a uniform rate of p radians per second .Assuming that the insect has a constant speed V relative to the table find its acceleration as it passes through the centre of the table.
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Explanation:
As external torque is zero, i.e.
, so angular momentum is conserved. <br>
constant
<br> or
<br> When insect moves towards centre
decrease. Hence
increases. As insect moves away from centre towards diametrically opposite point,
increases. Then
decreases. Thus
first increases and then decrease.
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