A light rod carries three equal masses A, B and C as shown in figure. Find the velocity of B in vertical position of rod, if it is released from horizontal position. As shown in figure.

A simple pendulum A and a homogeneous rod B hinged at its enda are released from horizontal position as shown in figure.

A simple pendulum A and a homogeneous rod B hinged at its enda are released from horizontal position as shown in figure.

A uniform rod of mass m and length l is fixed from Point A , which is at a distance l//4 from one end as shown in the figure. The rod is free to rotate in a vertical plane. The rod is released from the horizontal position. What is the reaction at the hinge, when kinetic energy of the rod is maximum?

A uniform rod of mass m and length l is fixed from Point A , which is at a distance l//4 from one end as shown in the figure. The rod is free to rotate in a vertical plane. The rod is released from the horizontal position. What is the reaction at the hinge, when kinetic energy of the rod is maximum?

A mass m is connected to a massless rod of length l( and is free to rotate in vertical plane about hinged end of rod. If rod is released from horizontal position and mass "m" collides inelastically at lowest position with identical mass m, as shown in the figure, then the maximum height attained by combined mass will be

A rod and a block are of same mass. Initially rod is in horizontal position. What will be acceleration of tip of the rod just after the system is released from this position shown in figure.

In space of horizontal EF (E = (mg)//q) exist as shown in figure and a mass m is released at the end of a light rod. If mass m is releases from the position shown in figure find the angular velocity of the rod when it passes through the bottom most position .