River is flowing at 3 Km/h in the west direction and You can swim at a maximum speed of 5 Km/h , then at what direction must you swim so that you end up swimming perpendicular to the bank?

sin(⅗)

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cos^-1(⅗)

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tan^-1(⅗)

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sin^-1(⅗)

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Solution

The correct option is D
sin^-1(⅗)

Watch the next video for solution

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River is flowing at 3 Km/h in the west direction and You can swim at a maximum speed of 5 Km/h , then at what direction must you swim so that you end up swimming perpendicular to the bank?

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Q. A river flows

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and a man is capable of swimming at the rate of

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. He wishes to cross it such that the displacement parallel to river is minimum. In which direction should he swim?

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River is flowing at 3 Km/h in the west direction and You can swim at a maximum speed of 5 Km/h , then at what direction must you swim so that you end up swimming perpendicular to the bank?

The correct option is D sin-1(⅗) Watch the next video for solution

The correct option is D
sin^-1(⅗)

Watch the next video for solution