proove that areal velocity of planet remain constant
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Kepler's second law states that the areal velocity of a planet with the sun taken as origin, is constant With the aid of his laws of motion he proved in 1684 that any planet that is attracted to a fixed center sweeps out equal areas in equal intervals of time
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According to Kepler's second law:-
Considered that the planet of mass 'm' revolving around the sun of mass 'M' in a circular orbit of radius 'r' let 'V' be its orbital velocity. suppose that any instant the planet is at point A in its orbit and after and in small time dt, it reaches B. As such, the circular path of the planet between points A and B may be considered as straight.....
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