# Ch 18: Applying Integration Techniques

Use this detailed chapter if you're looking to enhance your knowledge of or simplify information about integrals and using integration in calculus. Study for math class exams at the high school or college level or use this material to prepare for student assessment or college entrance or placement exams.

## Applying Integration Techniques - Chapter Summary

Better understand how to apply techniques for calculating integrals in various functions, use substitution, solve improper integrals and more with the video and text lessons comprising this chapter. Complex processes and applications are simplified through illustrations and examples so you will easily grasp each concept. You can expect to have a better handle on everything from anti-derivatives to trigonometric substitution.

In addition to simple instruction, you will enjoy 24/7 accessibility of all lessons, self-paced learning and the option to print lesson transcripts if needed. Test what you have learned with self-assessment quizzes to determine your readiness to apply these concepts on whatever exam you might be taking. Once you have completed this chapter, you should be able to:

• Find derivatives of logarithmic functions
• Calculate integrals of simple shapes, trigonometric functions and exponential functions
• Solve improper integrals and integrals using substitution
• Understand substitution techniques for difficult integrals
• Relate calculations used for indefinite integrals of polynomials
• Explain techniques for partial fractions
• Use integration by parts and trigonometric substitution to solve integrals

13 Lessons in Chapter 18: Applying Integration Techniques
Test your knowledge with a 30-question chapter practice test
Chapter Practice Exam
Test your knowledge of this chapter with a 30 question practice chapter exam.
Not Taken
Practice Final Exam
Test your knowledge of the entire course with a 50 question practice final exam.
Not Taken

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