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The period of the moon is approximately 27.2 days. Determine the radius of the moon's orbit and the orbital speed of the moon.
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Well which equations do you know about orbital movement?
\[V =\sqrt{Gm divr}\]
\[g=Gm/r^2\]
Ok so the only real problem is finding the radius of the moon's orbit. But I can't find it with any of those equations. Don't they give you the gravitational force between the earth and the moon or a equation involving the centripetal force?
\[Fc=mv^2/r\] \[Fg=Gmm/r^2\]
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Well \[F _{c}=F _{g}=\frac{ mv ^{2} }{ r }=\frac{ Gm _{1}m _{2} }{ r ^{2} } \rightarrow r=\frac{ Gm _{1} }{ v ^{2} }\]But that is no different from the equation in the previous comments. I steel need something more.
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