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Evaluate the Integral
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\[\int\limits_{0}^{1/2} (xe ^{2x}/(1+2x)^{2}) dx\]
oh this looks fun
too bad I'm trying to eat lunch, the cool problems always show up when I'm busy :/
there is such a thing as a working lunch break lol
That's what I try to tell myself ;)
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my hunch before I eat is to say\[u=1+2x\implies x=\frac12(u-1)\implies 2x=(u-1)\]\[du=2dx\implies dx=\frac12du\]bounds change to u=1 and u=2 so we get\[\frac14\int_1^2\frac{(u-1)e^{u-1}}{u^2}du\]and maybe some integration by parts or something... ok eating now :)
hmmm ok i will start there and work it through. i just never know where to start. thanks!
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