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Mountain pull. a large mountain can slightly affect the direction of ""down"" as determined by a plumb line. assume that we can model a mountain as a sphere of radius r = 1.00 km and density (mass per unit volume) 2.6 × 103 kg/m3. assume also that we hang a 0.750m plumb line at a distance of 3r from the sphere's center and such that the sphere pulls horizontally on the lower end. how far would the lower end move toward the sphere?
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