4x G(M1+Ma) Solve this equation to find the combined mass of a planet and its satellite, given the orbital period and average separation. Newton's version of Kepler's third law states: p x a² %3D O M + M2 = x %3D O M+ M2 = O M + Ma = x 5 %3D O M + M2 = 4Gn2 x %3D
4x G(M1+Ma) Solve this equation to find the combined mass of a planet and its satellite, given the orbital period and average separation. Newton's version of Kepler's third law states: p x a² %3D O M + M2 = x %3D O M+ M2 = O M + Ma = x 5 %3D O M + M2 = 4Gn2 x %3D
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Transcribed Image Text:4x
G(M1+M2)
Solve this equation to find the combined mass of a planet and its satellite, given the orbital period and average separation.
Newton's version of Kepler's third law states: p
%3D
O M + M2 = x
%3D
o M1 + M2 = x
O M, + M2 = x
O M1 + M2 = 4G7² × a
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