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Question

The condition of no-slip in rotation of a pulley attached to a mass using a string refers to


A
v=Rω; v is the linear velocity, ω is the angular velocity and R is the radius
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B
a=Rα ; a is the linear acceleration, α is the angular acceleration and R is the radius
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C
v=Rω and a=Rα; v is the linear velocity, ω is the angular velocity, α is the angular acceleration and R is the radius
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D
T=Mv2R,; T is the tension in the string, v is the linear velocity, and R is the radius
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Solution

The correct option is C $$v=R \omega$$ and $$a=R \alpha$$; $$v$$ is the linear velocity, $$\omega$$ is the angular velocity, $$\alpha$$ is the angular acceleration and R is the radius
The condition of no-slip in rotation of a pulley attached to a mass using a string is
$$v=R\omega$$ and $$a=R\alpha$$
where $$v$$ is the linear velocity, $$\omega$$ is angular velocity and $$R$$ is the radius

Physics

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