The rotational motion of a body can be produced due to applying

Rotational motion can be

In rotational motion of a rigid body, all particles move with

Assertion : Speed of any point on rigid body executing rolling motion can be calculated by expression v =r omega , where r is distance of point from instantaneous centre of rotation Reason : Rolling motion of rigid body can be considered as a pure rotation about instantaneous centre of rotation.

Assertion : Speed of any point on rigid body executing rolling motion can be calculated by expression v =r omega , where r is distance of point from intantaneous centre of rotation Reason : Rolling motion of rigid body can be considered as a pure rotation about instantaneous centre of rotation.

When a force of 10 N is applied about the axis of rotation of a body , it produces a torque of 5 N m. Find the distance of the point of application of the force from the axis of rotation.

If we apply a force against the difrection of motion of a body, then the body, then the body will

Derive the equations of rotational motion for a body moving with uniform angular acceleration,