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AP Calculus AB Fun 6 D for Integrands Requiring Substitution or Rearrangements Into Equivalent Forms a Determine Indefinite Integrals B Evaluate Questions

Practise substitution-integration questions by choosing a new variable, changing the differential and simplifying the resulting integral.

Syllabus
Effective Fall 2020
Course
AP Calculus AB

Exam points

  • choose a substitution that simplifies the integrand and differential
  • rewrite bounds or back-substitute and evaluate the integral correctly

AP Calculus AB Fun 6 D for Integrands Requiring Substitution or Rearrangements Into Equivalent Forms a Determine Indefinite Integrals B Evaluate Questions question 1

[Maximum number: 1]

∫01xx2+1dx\int_{0}^{1} \frac{x}{x^{2}+1} d x is equal to

A

π4\frac{\pi}{4}

B

ln⁡2\ln \sqrt{2}

C

12(ln⁡2−1)\frac{1}{2}(\ln 2-1)

D

ln⁡2\ln 2

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