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We see that we have transformed the integral into a simpler one (involving x ex instead of x 2 ex ), but another integration by parts will be required. Now we take u = 2x and dv = ex dx. Then u( x) = 2x v( x) = ex So equation ( ) equals x 2 ex u dv = x 2 ex u v = x 2 ex 2x ex v du ex 2 dx du = u ( x) dx = 2 dx dv = v ( x) dx = ex dx
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