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Two men `A` and `B` are carrying a uniform bar of length `L` on their shoulders. The bar is held horizontally such that A gets one-fourth load. If `A` is at one end of the bar, the distance of `B` from that end is

A

`(L)/(3)`

B

`(2L)/(3)`

C

`(3L)/(4)`

D

`L`

Text Solution

Verified by Experts


`tau_(P)=0implies W*(L)/(2)=(2W)/(3)x`
`(3L)/(4)`
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