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The angular speed of a particle,moving i...

The angular speed of a particle,moving in a circle of radius 20 cm ,increases from ` 2 rad //s to 40 rad//s` in 19 s the ratio of its centripetal acceleration to tangential acceleration at the end of 19 s is ,

A

`400:1`

B

`1:800`

C

`1:400`

D

`800:1`

Text Solution

Verified by Experts

The correct Answer is:
D

`a_(T)=r alpha=0.2((omega_(2)-omega_(1)))/(t)=(0.2(40-2))/(19)=0.4`
`v_(2)=romega_(2)=0.2xx40=8`
`a_(r)=(v^(2))/(r)=(64)/(0.2)=320`
`a_(r)/(a_(T))=(320)/(0.4)=(800)/(1)``
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