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A particle moves in a particle of radius...

A particle moves in a particle of radius `0.5 m` at a speed that uniformly increases. Find the angular acceleration of particle if its speed changes from `2.0m//s` to `4.0 m//s` in `4.0s`

A

`1 rad//s^(2)`

B

`2 rad//s^(2)`

C

`3 rad//s^(2)`

D

None of the above

Text Solution

Verified by Experts

The correct Answer is:
A

The tangential acceleration of the particle is
`a_(t)=(dv)/(dt) =(4.0-2.0)/4.0=0.5 m//s^(2)`
The angular acceleration is `alpha=(a_(t))/r=0.5/0.5=1 rad//s^(2)`
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