A snail starts its motion from origin at t = 0 and moves with
constant acceleration 'a' in y-direction in a X-Y plane. If its
equation of motion is y = bx2, then X-component of velocity is
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A sphere of mass m and radius R rolls without sliding on a horizontal surface. It collides with a light spring of stiffness K with a kinetic energy E. If the surface (AB) under the spring is smooth and E = 7J and K = 10 N/m, find the maximum compression of the spring.A sphere of mass m and radius R rolls without sliding on a horizontal surface. It collides with a light spring of stiffness K with a kinetic energy E. If the surface (AB) under the spring is smooth and E = 7J and K = 10 N/m, find the maximum compression of the spring.
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= √(a/2b)
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