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Find the indefinite integral:
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\[\frac{ (x+5)dx }{ (\sqrt{x}-3)^{\frac{ 3 }{ 2 }}}\]
Wow this thing requires something like a double substitution D:
I was thinking of a doing a trig sub what about you @Jhannybean ?
double u-sub
oh just 2 algebraic subs that would be a lot more cute
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Or uh what do you call it, a u-sub and then like a z sub or something, something that replaces the u.
\(\boxed{`cute`}\) haha.
I'm just going to paste the wolfram partial solution here.
and you want to look at the trig sub i think this should work \[\sqrt[4]{x}=\sqrt{3} \sec(\theta) \\ \sqrt{x}=3 \sec^2(\theta) \\ x=9 \sec^4( \theta) \\ dx=36\sec^3(\theta) \sec(\theta) \tan(\theta) d \theta \]
Ohh, that works out nicely it seems.
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