A projectile is fired vertically up from the surface of earth with a velocity kve, where ve is the escape velocity and k < 1. the maximum height upto which the projectile will rise from the surface of earth is:
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V = k× Ve
Let's write it as V = Ve÷(1÷k)
h (max.height ) = R ÷ (n^2 - 1) . Here n = 1÷k
Hence h = R÷ ((1÷k^2) - 1 )
On simplifing we get , h = (R × k^2 )÷(1- k^2 )
Given k is less than 1. So k^2 can be neglected.
Hence the answer is R ÷ (1 - k^2 )
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