A swimmer crosses a river of width d flowing at velocity v. While swimming, he keeps
himself always at an angle of 120° with the river flow and on reaching the other end he
finds a drift of d/2 in the direction of flow of river. The speed of the swimmer with respect
to the river is
(A) (2-√3) v
(B) 2 (2 -√3) v
(C) 4 (2-√3) v
(D) (2 + √3 ) v
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Explanation:
I think so option B
not accurate
hope this helps you
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