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Popular Calculus >

Integrate Using u-Substitution integral of (x^3)/(x^4-5) with respect to x , u=x^4-5

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Solution

substitution

Solution

41​ln​x4−5​+C
Solution steps
∫x4−5x3​dx
Apply u-substitution:41​ln​x4−5​+C
=41​ln​x4−5​+C

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Popular Examples

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Frequently Asked Questions (FAQ)

  • What is the substitution integral of (((x^3))/((x^4-5))),u=x^4-5 ?

    The substitution integral of (((x^3))/((x^4-5))),u=x^4-5 is 1/4 ln|x^4-5|+C
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