Problem 9.9 Consider a planet of mass M and radius R. Assume the planet is spherical and has a constant density. By direct integration determine the gravitational field and the gravitational potential at all points inside and outside the planet. (Assume the potential is zero at infinity and there are no other bodies in the universe.)

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Problem 9.9 Consider a planet of mass M and radius R. Assume the planet
is spherical and has a constant density. By direct integration determine the
gravitational field and the gravitational potential at all points inside and outside
the planet. (Assume the potential is zero at infinity and there are no other bodies
in the universe.)
Transcribed Image Text:Problem 9.9 Consider a planet of mass M and radius R. Assume the planet is spherical and has a constant density. By direct integration determine the gravitational field and the gravitational potential at all points inside and outside the planet. (Assume the potential is zero at infinity and there are no other bodies in the universe.)
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