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The circular disk spins at a constant number of revolutions per second. Moving from point A to point B, the

angular velocity increases.
angular velocity decreases.
linear velocity increases.
linear velocity decreases.

The circular disk spins at a constant number of revolutions per second. Moving from-example-1

2 Answers

0 votes

Answer:

C edge

Explanation:

User Alan Mullett
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The disk spins at a constant number of revolutions per second. This means, the angular velocity is constant.

We know that,

Linear velocity = r x Angular Velocity
where r is the radius.

So, for a given angular velocity, larger value of r will have larger Linear velocity. Since the value of r at point B is more than at point A, the value of Linear velocity will be more at point B.

So, the correct answer is option C
User Blake Blackwell
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