A rod of length 'I and mass 'm' rotates about end 'A' in vertical plane as shown. Magnitude of norma

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The radius of gyration of a disc about an axis coinciding with a tangent in its plane is

A sphere is moving towards the positive x-axis with a velocity v_(c) and rotates clockwise with

5. As shown in the figure rod of mass m and length is hinged O one end and to rotate in vertical plane. A force F of magnitude mg is applied on

Two rods each of mass m and length L are placed along X and Y axis as shown in figure coordinate

A string wrapped on a pulley of moment of inertia I other end of the string is connected to the bloc

A rod of length P and mass m rotates about end A in vertical plane a..

A uniform rod pivoted at one end (point O) is free to swing in a vertical plane in a gravitational field, held in equilibrium by a force F at its other end.The

A rod of length I and mass m rotates about end A in vertical plane as

A solid sphere of mass `m` and radius`r` is given an initial angular velocity `omega_(0)` and a

Two uniform rods of mass 'm' and length 'I form a cross, moment of inertia of cross about an axis

A disc rotating about its axis/s in 4 second. The angle rotated by it during these seconds (in

A rod of mass M and length L that is hinged about its end point is released from rest from horizontal position in a vertical plane as shown in figure. Hinge reaction

Radius of gyration of a thin circular ring of mass m and radius r about a tangent in the plane of

Linear mass density of rod of length ' is directly proportional to x³, where 'x' is distance from on

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A uniform rod of mass m and length l is to rotate about a fixed