A geosynchronous satellite is to be placed in orbit about a planet that has a radius of 5.8x106 m, mass = 5.8x1024 kg, and whose period of rotation = 29.575 hours. How far from the center of the planet should be the orbit of the satellite? (write your answer in 106 m, i.e. write the number in front of 106)

Physics for Scientists and Engineers: Foundations and Connections
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Chapter7: Gravity
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A geosynchronous satellite is to be placed in orbit about a planet that has a radius of
5.8x106 m, mass = 5.8x1024 kg, and whose period of rotation = 29.575 hours. How
far from the center of the planet should be the orbit of the satellite? (write your
answer in 106 m, i.e. write the number in front of 10%)
Transcribed Image Text:A geosynchronous satellite is to be placed in orbit about a planet that has a radius of 5.8x106 m, mass = 5.8x1024 kg, and whose period of rotation = 29.575 hours. How far from the center of the planet should be the orbit of the satellite? (write your answer in 106 m, i.e. write the number in front of 10%)
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