Integration by Parts: Tutorial and Examples by Graham McDonald
Integration By parts (Presentation) - Table of Contents
- 1. Theory
- 2. Usage
- 3. Exercises
- 4. Final solutions
- 5. Standard integrals
- 6. Tips on using solutions
- 7. Alternative notation
What You Will Learn in Integration By parts (Presentation)
Integration by Parts by Graham McDonald is a concise, practical guide designed to help calculus students tackle one of the most critical integration techniques in single-variable calculus. Instead of overwhelming readers with long theoretical proofs, McDonald focuses on breaking down the fundamental product rule formula into predictable, easy-to-follow steps, making it an ideal resource for calculus integration problem solving practice.
The book systematically guides readers through selecting the optimal sub-functions using standard strategic rules like LIATE. By presenting carefully scaffolded worked examples alongside practice problems, McDonald shows how to apply step-by-step definite integration methods to exponential, logarithmic, and trigonometric algebraic combinations without common algebraic errors.
Valued by university tutors and calculus students for its direct, highly focused approach, this reference module serves as an excellent companion for exam preparation and self-study. McDonald’s practical structure ensures learners build lasting analytical confidence required for mastering advanced definite integral evaluation techniques across STEM disciplines.
Book Details & Specifications
Title:
Integration by Parts: Tutorial and Examples by Graham McDonald
Publisher:
Graham McDonald
Year:
2003
Pages:
39
Type:
PDF
Language:
English
ISBN-10 #:
B072K13R3T
ISBN-13 #:
License:
External Educational Resource
Amazon:
Amazon
About the Author: Graham S McDonald
The author Graham S McDonald
is an experienced educator and lecturer in mathematics known for developing student-centered learning materials. His pedagogical focus centres on demystifying complex calculus topics through clear visual breakdowns and structured problem-solving frameworks.
Through his open-access educational modules, McDonald supports undergraduate students transitioning into higher-level STEM coursework. His practical guides remain widely utilized resources for educators modernizing university calculus supplemental learning materials and independent study toolkits.
Read or Downloadable Integration By parts (Presentation)
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