The rotation period of a satellite of mass m revoling close to the surface of the earth is
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Answer:
centripetal force=GMm/R²
angular velocity = w
mw²R = GMm/R²
=>w=√(GM/R^(3))
time period = 2πR/w
= 2πR/√(GM/R^3)
= 2π√(R/g)
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