Master the Reverse Product Rule: Integrate with Ease! ✨

Learn how to reverse the product rule using substitution and integration by parts to evaluate complex integrals like 14x⁴ln(x)−116x⁴ + C. Perfect for calculus enthusiasts!

Master the Reverse Product Rule: Integrate with Ease! ✨
Math Guy Steve
963 views • Oct 10, 2025
Master the Reverse Product Rule: Integrate with Ease! ✨

About this video

Choose u = ln(x) (thanks, LIATE). Then dv = x^3 dx. Compute uv − ∫vdu to land 14x4ln⁡x−116x4+C\tfrac14 x^4 \ln x - \tfrac{1}{16}x^4 + C41​x4lnx−161​x4+C. Want a mixed drill next? Comment “NEXT”.
#Calculus #IntegrationByParts #APCalculus #ACTMath #LearnMath #MathShorts #LIATE
Save this, tag a classmate, and comment “NEXT” with the topic/integral you want tomorrow. Sub for daily ACT/Calc help. DM for 1:1 calculus tutoring.

Video Information

Views

963

Likes

21

Duration

1:30

Published

Oct 10, 2025

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