how those the force of gravitation between two objects change when the distance between them is doubled
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If the distance is doubled between two objects then the gravitational for them become 1/4 th of original. Reason behind this is
Gravitational Force=(G×M1×M2) / r^2
*Here G is Universal Constant Of Gravitation
*M1 is mass of first object
*M1 is mass of second object
*r is distance between both objects
*Where (G×M1×M2) remains constant because G is Gravitational constant and both mass will not change at all so we can say gravitational Force is inversely proportional to the square of distance between them.
Gravitational Force=(G×M1×M2) / r^2
*Here G is Universal Constant Of Gravitation
*M1 is mass of first object
*M1 is mass of second object
*r is distance between both objects
*Where (G×M1×M2) remains constant because G is Gravitational constant and both mass will not change at all so we can say gravitational Force is inversely proportional to the square of distance between them.
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