(See Steps) Compute the following indefinite integral using the suggested substitution: ∫(4x^3)/((x^4+1))^2dx,
Question: Compute the following indefinite integral using the suggested substitution:
\[\int{\frac{4{{x}^{3}}}{{{\left( {{x}^{4}}+1 \right)}^{2}}}dx}\] , \[u={{x}^{4}}+1\]
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![[All Steps] Compute the following indefinite integral](/images/solutions/MC-solution-library-76123.jpg "[All Steps] Compute the following indefinite integral using the")
[All Steps] Compute the following indefinite integral using the
![[All Steps] Compute the following indefinite integral](/images/solutions/MC-solution-library-76124.jpg "[All Steps] Compute the following indefinite integral using the")
[All Steps] Compute the following indefinite integral using the
Solution: Compute the following indefinite integral using the
(Step-by-Step) Compute the following indefinite integral using
![[See] Suppose that f and h are](/images/solutions/MC-solution-library-76127.jpg "[See] Suppose that f and h are integrals and that ∫_1^9f(x)dx=-1,")
[See] Suppose that f and h are integrals and that ∫_1^9f(x)dx=-1,
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