Find the mass ( m ) and center of mass ( ar{x} ) of the thin rod with the following density function. [ ho(x)=5+sin x, ext { for } 0 leq x leq 5 pi ] Set up the integral that gives the mass ( mathrm{m} ). Use increasing limits of integration. [ mathrm{m}=int(square) mathrm{dx} ext { (Type exact answers.) } ]
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Find the mass m and center of mass X of the thin rod with the following density function: p(x) = 5/36 for 0 < x < 6 Set up the integral that gives the mass m. Use increasing limits of integration. ∫ p(x) dx (Type exact answers) Evaluate the mass m of the thin rod. m = ∫ p(x) dx (Simplify your answer) Set up the integral that gives the total moment M. Use increasing limits of integration. M = ∫ x p(x) dx (Type exact answers)
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Bcrypt_Sha256$$2B$12$We1Wwocamog01O5I.V2Tkouxdh4Ofnmgpwkor7Leaonfpu0Ubfpua B.
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