Suppose that a mass m is in an orbit about a mass M and thatr0 is the minimum distance
Chapter 12, Problem 4(choose chapter or problem)
In exercises that require numerical values, use Table 12.7.1 and the following values, where needed:
radius of Earth = 4000 mi = 6440 km
radius of Moon = 1080 mi = 1740 km
1 year (Earth year) = 365 days
Use Formula (22) and the result in Exercise \(1(d)\) to show that the speed \(v\) of a particle in a circular orbit of radius \(r_{0}\) is constant and is given by
\(v=\sqrt{\frac{G M}{r_{0}}}\)
Equation Transcription:
Text Transcription:
1(d)
v
r_0
v= sqrt GM/r_0
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