1. One of Jupiter's moons has a mass of 4.80E+23 kg and a radius of 3000.0 km. How high above the surface of the moon should a satellite of mass 183.0 kg be so that it undergoes geosynchronous orbit about the moon? The rotational period of the moon is 0.2639 days.
2. How fast must the satellite be moving so that it maintains the geosynchronous orbit?
3. The moon will also travel in uniform circular motion in small circles due to the presence of the satellite. Using the fact that the period of motion for the moon is the same as the period of motion for the satellite, find the radius of motion for the moon.
i dont know
The Attempt at a Solution
I dont know how to star it