A cube of length a moves translationally on smootb surface at point P , it collides inelastically with a small obstacle . As a result , it starts rotating about it. Find the minimum velocity v that should be imparted to the block so that it topples over.
A man standing on the cart of mass double the mass of the man is m . Initially the cart is at rest on a smooth ground. Now the man jumps with velocity v horizontally towards right with respect to cart. Find the work done by the man during the process of jumping
Area of a triangle formed by any tangent at any point and asymptotes of the hyperbola xy=2 .
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