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Two objects are attracted to each other by a gravitational force F. If the distance between the objects is doubled, what is the new gravitational force between the objects in terms of F?

Options
A.a. [math: 19]\frac{1}{9} N
B.b. 4 F
C.c. [math: 14]\frac{1}{4} N
D.d. 16 F
E.e. 9 F
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Step-by-Step Analysis
Let's lay out the situation step by step. - The gravitational force between two masses follows the inverse-square law: F ∝ 1/r^2. Therefore, if the distance r is doubled, the force becomes F' = F × (1/2)^2 = F/4. - This means the new force is one quarter of the original force......Login to view full explanation

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