A rod of mass `M` and length `L` is falling vertically with speed `v`. Suddenly its one end gets stuck in a friciitonless hook. Find the angular velocity of the rod just after its end gets struck.

A rod of length l is moving in a vertical plane ( x-y ) when the lowest point A of the rod is moved with a velocity v . find the a angular velocity of the rod and b velocity of the end B .

A particle of mass m=1 kg collides with the end with velocity v_(0)=6 ms^(-1) of a spinning rod of mass 2m and length l=1 m at the end of the rod. If the coefficient of restitution of collision e=(2//3), find the a. velocity of the particle b. angular velocity of the rod just after the impact.

A uniform rod of mas m and length l is kept vertical with the lower end clamed. It is slightly pushed to let it fall down under gravity. Find its angular speed when the rod is passing through its lowest positon. Neglect any friction at the clamp. What will be the linear speed of the free end at this instant?

A uniform rod of mas m and length l is kept vertical with the lower end clamed. It is slightly pushed to let it fall down under gravity. Find its angular speed when the rod is passing through its lowest positon. Neglect any friction at the clamp. What will be the linear speed of the free end at this instant?

Consider a rod of mass M and length L pivoted at its centre is free to rotate in a vertical position plane. The rod is at rest in the vertical position. A bullet of mass M moving horizontally at a speed v strikes and embedded in one end of the rod. The angular velocity of the rod just after the collision will be.

A uniform rod AB of mass m length 2a is allowed to fall under gravity with AB in horizontal. When the speed of the rod is v suddenly the end A is fixed. Find the angular velocity with which it begins to rotate.