Write vector relation between angular velocity tangential velocity and

1.	Write vector relation between angular velocity tangential velocity and position vector
Answer» Let a particle moves with CONSTANT speed v m/s in TANGENTIAL direction of circular path of radius r. if ANGULAR velocity of particle is $\omega$ then RELATION between v, r and $\omega$ is given by $\boxed{\bf{v=\omega\times r}}$ hence, tangential velocity of particle is the cross product of angular velocity and position vector of it. magnitude of tangential velocity is given by $\|v\|=\omega rsin\theta$ where $\theta$ is angle between $\omega$ and r.

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Write vector relation between angular velocity tangential velocity and position vector

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