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Home > Study Help and Practice Problems > Math Help > Calculus > Calculus: Methods of Integration

Calculus: Methods of Integration Help & Problems

Find study help on methods of integration for calculus. Use the links below to select the specific area of methods of integration you're looking for help with. Each guide comes complete with an explanation, example problems, and practice problems with solutions to help you learn methods of integration for calculus.

Study Guides

showing 1 - 9 of 9
  • 1.

    Integration by Parts Help

    Introduction to Integration by Parts We know that the integral of the sum of two functions is the sum of the respective integrals. But what of the integral of a product? The following reasoning is incorrect:

    Source: McGraw-Hill Professional
  • 2.

    Partial Fractions Help

    Introduction to Partial Fractions The method of partial fractions is used to integrate rational functions, or quotients of polynomials. We shall treat here some of the basic aspects of the technique. The first fundamental ...

    Source: McGraw-Hill Professional
  • 3.

    Methods of Integration - Substitution Help

    Introduction to Methods of Integration - Substitution Sometimes it is convenient to transform a given integral into another one by means of a change of variable. This method is often called “the method of change of variable” or “ u ...

    Source: McGraw-Hill Professional
  • 4.

    Integrals of Trigonometric Expressions Help

    Introduction to Integrals of Trigonometric Expressions Trigonometric expressions arise frequently in our work, especially as a result of substitutions. In this section we develop a few examples of trigonometric integrals. The ...

    Source: McGraw-Hill Professional
  • 5.

    Methods Of Integration Practice Test

    Review the following concepts if needed: Integration by Parts Help

    Source: McGraw-Hill Professional
  • 6.

    Integration by Substitution Study Guide

    Integration by Substitution The opposite of the Chain Rule is an integration technique called substitution. Using the Chain Rule, for example, the derivative of 8(3x2 + 7)5 is

    Source: LearningExpress, LLC
  • 7.

    Calculus and Integration by Parts Study Guide

    Calculus and Integration by Parts The integral of the product of two things is unfortunately not the product of the integrals. For example, the integral ...

    Source: LearningExpress, LLC
  • 8.

    Integration by Substitution Practice Questions

    To review these concepts, go to Integration by Substitution Study Guide. Integration by Substitution Practice Questions Evaluate the following integrals.

    Source: LearningExpress, LLC
  • 9.

    Calculus and Integration by Parts Practice Questions

    To review these concepts, go to Calculus and Integration by Parts Study Guide. Calculus and Integration by Parts Practice Questions Evaluate the following integrals using integration by ...

    Source: LearningExpress, LLC
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