How do you integrate (5√x)dx? Calculus Introduction to Integration Integrals of Rational Functions 1 Answer ali ergin Aug 4, 2016 ∫5√xdx=10√x+C Explanation: ∫5√xdx=? we can rearrange the term as; ∫5(x)−12dx=5∫(x)−12dx ∫∫5√xdx=5(1−12+1)x−12+1 ∫5√xdx=5⋅2⋅x12 ∫5√xdx=10√x+C Answer link Related questions How do you integrate x+1x2+2x+1? How do you integrate x1+x4? How do you integrate dx2√x+2x? What is the integration of 1x? How do you integrate 1+x1−x? How do you integrate 2x3−3x2+x+1−2x+1? How do you find integral of (secxtanxsecx−1)dx? How do you integrate 6x5−2x4+3x3+x2−x−2x3? How do you integrate (4x2−1)2x3dx? How do you integrate x+3√xdx? See all questions in Integrals of Rational Functions Impact of this question 13726 views around the world You can reuse this answer Creative Commons License