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how do you integrate x/e^x ???
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by parts
\[\int\limits x e^{-x} dx \]
u = x du= dx
dv = e^(-x) dx --> v= -e^(-x)
\[= uv - \int\limits (v du) = -xe^{-x} - \int\limits (-e^{-x})(dx) \]
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\[= -xe^{-x}-e^{-x} +C = -e^{-x}(1+x) = -\frac{1+x}{e^{x}}\]
+C for the last step, I forgot to carry it over.
thank you :)
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