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If a particle of mass m is moving in a horizontal circle of radius r with a centripetal force ` (-1//r^(2))` , the total energy is

A

`-(4)/(r) `

B

`-(2)/(r) `

C

`-(1)/(r)`

D

`-(1)/(2r)`

Text Solution

Verified by Experts

The correct Answer is:
D

`(mv^(2))/(r)=(1)/(r^(2)) i.e., mv^(2)=(1)/(r)`
`:. K.E. =(e^(2))/(2r) and P.E.= intF dtr=-(e^(2))/(r)`
`:.` Total energy =K.E. + P.E.`=(e^(2))/(2r)-(e^(2))/(r)=-(e^(2))/(2r)`
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