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

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

The angular velocity of a particle rotates with constant speed on only one circle about a fixed axis is constant but its linear velocity changes.. It is possible? Why?

Is the linear velocity of a particle moving with constant angular speed about non fixed axis remains constant? Why?

A particle moving parallel to x-axis as shown in fig. such that at all instant the y-axis component of its position vector is constant and is equal to 'b'. Find the angular velocity of the particle about the origin when its radius vector makes angle theta from the axis.

The angular velocity of a particle is given by omega=1.5t-3t^(2)+2 , Find the time when its angular acceleration becomes zero.

A hemisphere of radius R and mass 4 m is free to slide with its base on a smooth horizontal table . A particle of mass m is placed on the top of the hemisphere . The angular velocity of the particle relative to centre of hemisphere at an angular displacement theta when velocity of hemisphere has become v is

The angular velocity of a particle 5 cm away from the axis of rotation is 10 rad/s. What will its linear velocity at 10 cm away from axis?

In pure translation motion velocity of every particle of body at any instant is what? Equal or unequal?

If angular velocity of a rIgId body at 10 cm distance from rotational axis is 10 rad/s, then the linear velocity of particle is …... .

What is the linear velocity of a particle of a uniform circular motionk of radius A and angular velocity omega ?