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it doubles

When we use the simple formula for potential energy as PE = m g h then what our community says is true. But as we have to use the expression for potential energy as PE = - G M m / r^2

Here r is the distance of the object right from the centre of the earth. But h in the previous expression is the height right from the surface of the earth. So we have to work it out properly.

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Q: What happens to the total amount of gravitational potential energy when the mass remains constant but moves to a distance twice as far from the ground?
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