Two point objects of mass 2x and 3x are seperated by a distance r. keeping the distance fixed, how much mass should be transferred from 3x to 2x , so that gravitational force between them becomes maximum ?

Two point objects of mass 2x and 3x are separated by a distance r. keeping the distance fixed, how much mass should be transferred from 3x to 2x , so that gravitational force between them becomes maximum ?

On doubling the distance between two masses the gravitational force between them will

Two point masses m and M are separated by a distance d. If the separation d remains fixed and the masses are increased to the values 3m and 3M, respectively, how does the gravitational force between them change ?

Two celestial bodies are separated by some distance. If the mass of any one of the bodies is doubled while the mass of other is halved then how far should they be taken so that the gravitational force between them becomes one-fourth ?

Two celestial bodies are separated by some distance. If the mass of any one of the bodies is doubled while the mass of other is halved then how far should they be taken so that the gravitational force between them becomes one-fourth ?

Two celestial bodies are separated by some distance. If the mass of any one of the bodies is doubled while the mass of other is halved then how far should they be taken so that the gravitational force between them becomes one-fourth ?