Indefinite Integration

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This chapter is devoted entirely to develop tools and techniques to find out anti-derivatives of arbitrary functions. The first section has basic rules and formulae pertaining to integration.Integration by simple re-arrangements is explained in the second section where many complex functions can be reduced to simpler forms by some rearrangement/algebraic manipulation.Integration by substitution is discussed in the third section which is used extensively to evaluate integrals. The fourth section explains the expansion using partial fractions deals with the integration of general algebraic rational functions, of the form f(x) / g(x). Integration by parts is introduced in the fifth section using which we can calculate the integral of the product of any two arbitrary functions. At the end of this section, we have a series of exercises to test your understanding of this chapter,solved examples, previous years’ IIT JEE questions pertaining to this chapter.

In addition to preparing for the JEE mains and advanced exams, Cuemath Founder Manan Khurma's study material is helpful for students who are appearing for CBSE, ICSE and other State board exams.

Introduction To Integration

Integration By Substitution

Integration By Expansion Using Partial Fractions

Integration By Parts

Advanced Integration


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Indefinite Integration
grade 11 | Questions Set 1
Indefinite Integration
grade 11 | Answers Set 1
Indefinite Integration
grade 11 | Questions Set 2
Indefinite Integration
grade 11 | Answers Set 2
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