How many kilometers would you have to go above the surface of the earth for your weight to decrease to half of what it was at the surface?
Mass of the earth = M ,Radius= R ,G = Universal gravitational constant
weight of an object of mass(m) = Earth's pull gravitational force on the object
At height H from the earth's surface, weight of the object
from 1 and 2 equations
Height(H) at which weight of the object for its weight to be

Given that
Radius of the earth (R)=6.4× m
on substituting in equation 3
H=6.4× (√2−1)
≈2.651× m
= 2651 kilometres
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