How does the force of gravitation between two objects change when the distance between them is reduced to half? How does the force of gravitation between two objects change when the distance between them is reduced to half?
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Answered by
13
The force becomes 4 times of that before
F=G M*m/d^2
=G M*m/(1/2d^2)
=G M*m/1/4d^2
=4G M*m/d^2 ( as 1/4 went up it became 4/1=4 that is why it became 4G)
F= 4G M*m/d^2
Therefore, the force becomes 4 times
That is let us take the force to be x so after the distance is reduced to half the force becomes 4x
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F=G M*m/d^2
=G M*m/(1/2d^2)
=G M*m/1/4d^2
=4G M*m/d^2 ( as 1/4 went up it became 4/1=4 that is why it became 4G)
F= 4G M*m/d^2
Therefore, the force becomes 4 times
That is let us take the force to be x so after the distance is reduced to half the force becomes 4x
Pls mark as brainliest
Answered by
3
Explanation:
2. "There is not an acre of ground on the globe that is in possession of its rightful owner, or that has not been taken away from owner after owner, cycle after cycle, by force and bloodshed."
Is this sentence an example of exaggeration or irony? Explain.
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