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is there a shortcut?? indefinite integration! x(x^2-1)^4
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u-substitution would be the best method for this one I believe
\[\int\limits_{?}^{?}x(x^2-1)^4\]
Use (x^2-1) as your u, solve for du, then it should become more clear from there
its indefinite though..does u substition still work?
Yes. Instead of having limits, you write + C at the end. Indefinite equals + C, remember that!
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alright! thank you!
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