Physics, asked by harshmehto9896, 1 year ago

The distance of the horizon at sea varies as the square root of the height of the eye above the sea level. When the distance is 14.4km height of eye is 18 meters

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Answered by dhruvilpatel28699
8

The distance of the horizon at sea varies as the square root of the height of the eye above the sea level. When the distance is 14.4km height of eye is 18 meters===== Answer 9.6k.m( see the photo)

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Answered by VaibhavSR
0

Answer:

The distance of the horizon at sea varies as the square root of the height of the eye above the sea level. When the distance is 14.4km height of eye is 18 meters

d= 9.6 km

Explanation:

k=14400/3\sqrt{2}

d=K\sqrt{h\\}

d=14400/3\sqrt{2\\}x\sqrt{8}

d=9600m

d=9.6 km

#SPJ2

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