How are linear velocity and angular velocity related?

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Linear velocity is the change in distance over time, where the distance is ________. It can be represented by v=st or .

Angular velocity is the change in distance over time, where distance is_ .

is represented as ω=θt .

This means that linear velocity is the product of __________________.

Linear velocity is the change in distance over time, where the distance is the circumference of a circle . It can be represented by v=st or v = Фr/t

Angular velocity is the change in distance over time, where distance is the change is angle measure

Angular velocity is represented as ω=θ/t .

This means that linear velocity is the product of the radius and the angular velocity.

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AFOKE88 AFOKE88 · Answer 2 · 2022-04-01T12:07:21+02:00

The relationship between linear velocity and angular velocity is that; v = θr/t; ω = θ/t and v = ωr.

What is linear and angular velocity?

Linear velocity is defined as the change in distance over time. Thus; v = s/t

However, where the distance is the circumference of a circle, it can be represented by; v = θr/t

Angular velocity is defined as the change in distance over time but the distance here is the change in angle measure. Thus;

Angular velocity is represented as; ω = θ/t .

Since v = θr/t and ω = θ/t, it means that;

v = ωr.

This means that linear velocity is the product of the radius and the angular velocity.

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