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The relationship between an object's linear velocity (v) and its angular velocity (ω) in a circular path of radius (r) is given by:

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Question

The relationship between an object's linear velocity (v) and its angular velocity (ω) in a circular path of radius (r) is given by:

Options

  • ω = rv

  • v = rω

  • v = r2ω

  • v = \[\frac {ω}{r}\]

MCQ
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Solution

v = rω

Explanation:

This correctly states that the linear speed along the circumference is the radius multiplied by the rate of rotation in radians per second.

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