What would be the orbital period if the earth were replaced

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Question: (a) Using elementary Newtonian mechanics find the period of a mass m1 in a circular orbit of radiusr around a fixed mass m2.

(b) Using the reduced-mass formalism, find the corresponding period for the case that m2 is notfixed and the masses move around their CM being a constant distance r apart. Discuss the limitof this result if m2 >> m1.

(c) What would be the orbital period if the earth were replaced by a star of mass equal to the solarmass, in a circular orbit, with the distance between the sun and star equal to the present earth-sundistance?

Reference no: EM132194648

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