Asked by Anonymous
body of weight is inversely propotional to square of its distance from center of earth,radius of the earth is 6380 km, how much 80 kg man weigh 1600 km from the surface of earth
Answers
Answered by
Steve
80*(6380/7980)^2 = 51
kg is mass, which does not change. The weight would become the weight of a 51kg man.
kg is mass, which does not change. The weight would become the weight of a 51kg man.
Answered by
Sowmya.N
w=k/d^2 where (d,W)=(6380,80)
80=k/(6380)^2
k=80*40704400
k=3256352000
Now as the radius is 6380 km and the body is up 1600 km , d=7980 km
w=k/d^2
w= 3256352000/(7980)^2
w=51.13 kg
80=k/(6380)^2
k=80*40704400
k=3256352000
Now as the radius is 6380 km and the body is up 1600 km , d=7980 km
w=k/d^2
w= 3256352000/(7980)^2
w=51.13 kg
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