For a body **rolling without slipping** on a flat surface with centre-of-mass velocity $v$, the **velocity of the topmost point** is:
- $0$
- $v$
- $2v$
- $v/2$
Show answer and solution
Correct answer: C. $2v$
**Rolling:** $v_{\text{cm}} = R\omega$.
**Top point:** $v_{\text{cm}} + R\omega = 2v$.
**Bottom (contact) point:** $v_{\text{cm}} - R\omega = 0$ (instantaneously at rest).