Question: Consider a binary system consisting of two small stars with comparable but unequal masses m and m2. The stars attract each other according to

Consider a binary system consisting of two small stars with comparable but

Consider a binary system consisting of two small stars with comparable but unequal masses m and m2. The stars attract each other according to Newtonian gravity, and orbit each other at a fixed distance, with period T. (a). (b) Find the distance between the stars. Now suppose the motion of both stars is suddenly stopped at a given instant of time, and they are then released and allowed to fall into each other. Find the time that it takes for the stars to collide. (You may leave your answer in terms of a single definite integral over a real dimensionless variable.)

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