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integral problem?
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\[\int\limits_{0}^{\ln2}e ^{2x}\]
what you want to do is:u-subsitution
du=2e^2x right?
[e^2x/2] -- ln2 - 0
i mean let u=2x
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i got \[e ^{2\ln2}-e ^{0}\]
then du=2 dx, which means that dx=du/2
3/2
once you integrate that and remeber to replace the u with 2x, you can evaluate at the limits, no problem at all
i got \[1/2\times(e ^{\ln2}-1)\]
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thats 1/2 ... should be 3/2
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