Statement-I : Angular velocity is a characteristic of the rigid body as a whole.
Statement-II : Angular velocity may be different for different particles of a rigid body about the axis of rotation.

The angular velocity of particle of rigid body is not constant.

Linear velocity of particles of rigid body in rotational motion is same.

Two points of a rigid body are moving as shown. The angular velocity of the body is : .

Define angular momentum of a rigid body.

(A) : Angular velocity of all the particles are same when a rigid body perform rotation. (R ) : The relation between angular velocity and linear velocity is v=w xx r where r is the radius of rotation about the axis.

The angular velocity of a rigid body about any point of that body is same :

The angular velocity of a rigid body about any point of that body is same :

If the angular velocity of a rotating rigid body is increased then its moment of inertia about that axis

A rigid body can rotate an axis with a constant angular velocity and angular momentum L . What is its moment of inertia about the axis?