# Ch 9: Indefinite Integrals in Calculus

Check out these videos on using indefinite integrals in calculus. From anti-derivatives through integral substitution and using partial functions to integrate, this chapter has everything you need to understand indefinite integrals.

## Indefinite Integrals in Calculus - Chapter Summary

This chapter holds indefinite integrals as its focus. You will find instruction on calculating integrals of trigonometric and exponential functions as well as integrating with partial fractions. If you are unfamiliar with integrals with infinite limits, the lesson on improper integrals could be helpful. Our lessons also discuss the various aspects and uses for substitution when solving integrals.

Here you'll find step-by-step instructions on calculating integrals in many forms. The primary focus of these tricks of the trade is simplification: picking apart the hard parts of your equation and substituting your way to a simple solution. Among the things you will learn to do in this chapter are:

• Define indefinite articles
• Calculate integrals in geometry and trigonometry
• Solve integrals with substitution
• Integrate partial fraction functions
• Understand trigonometric substitution
• Work with improper integrals

Our brief video lessons are taught by math experts who use humorous and entertaining graphics to help keep your attention and real-world examples to apply what you learn. Each video is accompanied by a lesson transcript so you can review key terms and see the examples in full form. The quizzes after each lesson can help you determine how much of the information you absorbed. Use the end-of-chapter test to measure how well you have synthesized the information and get an idea of where your strengths and weaknesses are for further review.

12 Lessons in Chapter 9: Indefinite Integrals in Calculus
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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