Four particle of equal masses M move along a circle of radius R under the action of their mutual gravitational attraction. Find the speed of each particle.
Here, P,Q,R and S are four particles of mass
, moving in a circle of radius R.
The force between A and B is, ![]()
The force between A and D is also ![]()
Therefore, net force in downward direction is, ![]()
And force between A and C is also ![]()
Hence, net force on particle A is ![]()

Now this force provides for the centripetal acceleration in a balanced condition. Let v be the velocity of the mass.


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