Two point objects of mass 2x and 3x are separated by a distance r. Keeping the distance fixed, how muc
mass should be transferred from 3x to 2x, so that gravitational force between them becomes maximum?
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Explanation:
G(2x+a)(3x−a)/r2 = FgdF/dx = 0we get(3x−a) − (2x+a) = 0 x−2a=0a=x/2
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