Let P be the COM of a system of two weights with masses m 1 and m
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Let P be the COM of a system of two weights with masses m1 and m2 separated by a distance d. Prove Archimedes’s Law of the (weightless) Lever: P is the point on a line between the two weights such that m1L 1 = m2L2, where Lj is the distance from mass j to P.
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