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A ball is dropped from the height `h_1` and if rebounces to a height `h_2`. Find the value of coefficient of
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State and prove work energy theorem
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An object of mass 0.4kg moving with a velocity of 4m/s collides with another object of mass 0.6kg moving in same direction with a velocity of 2m/s. If the collision is perfectly inelastic, what is the loss of K.E. due to
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Prove that in an elastic collision in one dimension the relative velocity of approach before impact is equal to the relative velocity of separation after
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(a) Define potential energy. Give examples.(b) Draw a graph showing variation of potential energy, kinetic energy and thetotal energy of a body freely falling on earth from a height
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Two particles in an isolated system under go head on collision. What is the acceleration of the centre of mass of the
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Which component of a force does not contribute towards
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What is the position of centre of mass of a rectangular
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Show that cross product of two parallel vectors is
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Prove the relation
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Show that for an isolated system the centre of mass moves with uniform velocity along a straight line
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The angle θ covered by a body in rotational motion is give by the equation `θ = 6t + 5t^2 + 2t^3`. Determine the value of instantaneous angular velocity and angular acceleration at time `t =
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(a) Which physical quantities are represented by the (i) Rate of change of angular momentum (ii) Product of I and `vecw`(b) Show that angular momentum of a satellite of mass MS revolving around the earth having mass Me in an orbit of radius r is equal to `[G Me
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What is the position of the centre of mass of a uniform triangular
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What is the moment of inertia of a sphere of mass 20kg and radius `1/4` m about its
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What are the factors on which moment of inertia of a body
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What is the value of linear velocity if `vecw=3hati-4hatj+hatx and vecr=5hati-6hatj+6hatk
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Establish the third equation of rotational motion
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Find the expression for radius of gyration of a solid sphere about one of its
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Prove that the centre of mass of two particles divides the line joining the particles in the inverse ratio of their
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