A) \[\vec{\omega }=\vec{v}\times \vec{r}\]
B) \[\vec{v}=\vec{r}/\vec{\omega }\]
C) \[\vec{v}=\vec{\omega }\times \vec{r}\]
D) \[\vec{r}=\vec{v}\times \vec{\omega }\]
Correct Answer: C
Solution :
The vector relation between linear velocity \[\vec{v}\] and angular velocity \[\vec{\omega }\] in rigid body dynamics is \[\vec{v}=\vec{\omega }\times \vec{r}\].
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