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6. (10 Points) Imagine a planet of radius R, and mass M with density P. An excavator is sent to the planet and digs out

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6. (10 Points) Imagine a planet of radius R, and mass M with density P. An excavator is sent to the planet and digs out two spherical holes in the R NOTE: The white areas planet. The holes are spheres of diameter R, are the dug-out holes. The grey areas are "solid such that one "edge" of each hole touches the matter." center of the bigger sphere. With what gravitational force does the hollowed-out sphere attract a satellite (we will call it a partick. 1 particle) of mass m located a distance s from the center of the planet? You may solve this with gravitational force or gravitational potential. - Mass M way before we removed the holes porti is a strongest line down ( sides are symmetrical )

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