Integrating ∫(e³ˣ⁾²) with respect to x
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I'm having trouble comprehending this question. I can perform substitution, but when I do I come out wrong. Here's how I've happened to handle this:
∫xdx2
u=x2
du=2xdx
dx=du2x
12∫xdu2x
12∫12du
u4
x24
It says that it's wrong. Me showing my work was just a desperate attempt at solving it. I'd really like a guide through the problem please.
Also, apparently the answer is 2x33
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