In relation between linear and angular velocity is –(a) ω = vr(b) ω = \(\frac{v}{r}\)(c) ω = \(\frac{r}{v}\)(d) ω = \(\frac{r}{ω}\)

In relation between linear and angular velocity is –(a) ω = vr(b)�

1.	In relation between linear and angular velocity is –(a) ω = vr(b) ω = \(\frac{v}{r}\)(c) ω = \(\frac{r}{v}\)(d) ω = \(\frac{r}{ω}\)
Answer» Correct answer is (b) ω = \(\frac{v}{r}\)

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In relation between linear and angular velocity is –(a) ω = vr(b) ω = \(\frac{v}{r}\)(c) ω = \(\frac{r}{v}\)(d) ω = \(\frac{r}{ω}\)

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