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A swimmer wants to cross a river from point A to point B. Line AB makes an angle of 30° with the flow of river. Magnitude of velocity of the swimmer is same as that of the river. -

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Question

A swimmer wants to cross a river from point A to point B. Line AB makes an angle of 30° with the flow of river. Magnitude of velocity of the swimmer is same as that of the river. The angle θ with the line AB should be ______°, so that the swimmer reaches point B. 

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Solution

A swimmer wants to cross a river from point A to point B. Line AB makes an angle of 30° with the flow of river. Magnitude of velocity of the swimmer is same as that of the river. The angle θ with the line AB should be 30°, so that the swimmer reaches point B. 

Explanation:

The magnitude of the swimmer's velocity, according to the question, is the same as that of the river.

As a result, the resultant would pass exactly halfway through them.

∴ Angle θ = 30°

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