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The planet jupiter is roughly 318 times more massive than the planet earth, and it orbits at an average radius of 5.24 times the orbital radius of the earth. Assuming circular motion of both planets about the sun, find: (a) The ratio of the gravitational forces FE and Fj on the planets due to the sun. (b) Find the ratio of the orbital periods TE to Tj (c) How long is Jupiter's year, measured in earth years

The planet jupiter is roughly 318 times more massive than the planet earth, and it orbits at an average radius of 5.24 times the orbital radius of the earth. Assuming circular motion of both planets about the sun, find: (a) The ratio of the gravitational forces FE and Fj on the planets due to the sun. (b) Find the ratio of the orbital periods TE to Tj (c) How long is Jupiter's year, measured in earth years

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The planet jupiter is roughly 318 times more massive than the planet earth, and it orbits at an average radius of 5.24 times the orbital radius of the earth. Assuming circular motion of both planets about the sun, find: (a) The ratio of the gravitational forces Fe and Fj on the planets due to the sun. (b) Find the ratio of the orbital periods TE to Tj (c) How long is Jupiter's year, measured in earth years
Transcribed Image Text:The planet jupiter is roughly 318 times more massive than the planet earth, and it orbits at an average radius of 5.24 times the orbital radius of the earth. Assuming circular motion of both planets about the sun, find: (a) The ratio of the gravitational forces Fe and Fj on the planets due to the sun. (b) Find the ratio of the orbital periods TE to Tj (c) How long is Jupiter's year, measured in earth years
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