The vector relation between linear velocity ($\vec{v}$), angular velocity ($\vec{\omega}$), and position vector ($\vec{r

Question

The vector relation between linear velocity ($\vec{v}$), angular velocity ($\vec{\omega}$), and position vector ($\vec{r}$) for a rotating particle is:

Accepted Answer

The linear velocity is given by the cross product of angular velocity and position vector: $\vec{v} = \vec{\omega} 	imes \vec{r}$. The order of vector cross product is crucial.

System of Particles and Rotational Motion

❓ Sibling Questions in this Chapter