A swimmer wishes to reach directly opposite point on the other bank of a river, flowing with velocity 4 root 2m/s. The swimmer can swim with 8 m/s in still water. The angle with the flow direction he should swim to reach the directly opposite point is
1.45 degrees
2.90 degrees
3.135 degrees
4.150 degrees
Answers
Answer:
135 degrees
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Answer:
time taken will be t= 480/6=80
Explanation:
options given is wrong
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as a way to attain without delay contrary financial institution of river he has to swim at an attitude wherein factor of his speed cancel out the glide of water in order that he can cross without delay contrary financial institution of the river.
so if we expect he's swimming at an attitude θ with the glide, we get
10Cosθ=eight
and additionally 10Sinθ might be factor in order to assist him pass the river.
so if Cosθ=0.eight then Sinθ=0.6
speed assisting in crossing the river =10×0.6=6m/s
additionally distance is given width=480m
time taken might be t= 480/6=80
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