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AP Calculus AB Fun 6 D for Integrands Requiring Substitution or Rearrangements Into Equivalent Forms a Determine Indefinite Integrals B Topic 6 10 Questions

Practise integration questions that require algebraic rearrangement, polynomial long division or completing the square before integrating.

Syllabus
Effective Fall 2020
Course
AP Calculus AB

Exam points

  • rearrange rational or quadratic expressions before integrating
  • use long division or completing the square to select a valid antiderivative

AP Calculus AB Fun 6 D for Integrands Requiring Substitution or Rearrangements Into Equivalent Forms a Determine Indefinite Integrals B Topic 6 10 Questions question 1

[Maximum number: 1]

∫02x2−3x+7x+3 dx=\int_{0}^{2}\frac{x^{2}-3x+7}{x+3}\,dx=

A

Over 3

B

egative 10 plus 25 times natural log of 5 over 3

C

plus 7 times natural log of 5 over 3

D

325ln⁡5\frac{32}{5}\ln 5

Table for Question AP Calculus AB Fun 6 D for Integrands Requiring Substitution or Rearrangements Into Equivalent Forms a Determine Indefinite Integrals B Topic 6 10 Questions question 1 — AP Calculus AB
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