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A cylindrical rod of length L has a mass density distribution given by rho=(rho•(1+(x÷L)),where X is measured from one end of the rod .find the centre of mass A cylindrical rod of length L has a mass density distribution given by rho=(rho•(1+(x÷L)),where X is measured from one end of the rod .find the centre of mass
Integration of x rho dx /integration of rho dx With limits L To 0We get ,$x^2/2+$x^3/3L ÷x+x/LBy putting limits We get5L/9
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