(Last Updated On: December 21, 2017)

In the previous lectures, I discussed the Integration by Substitution with few examples so that you can understand it well. Now, you are going to challenge yourself to work on different kind of problems. In this way you will start to grasp the feel and you are getting use to every kind of problems. Sooner, you will be able to do simple substitution in your head by simply looking at the problems without actually writing a note.
Integration by substitution with algebraic functions
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Integration by substitution involving exponential functions
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Integration by substitution involving trigonometric functions
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Algebraic substitution involving integral giving inverse trigonometric functions
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Integration Formulas
Important: To make this exercises easy for you to work on, I compiled the integration formulas that you can find by following the link Table of Integral.
To check your works, the answers key for this problems set can be found by following this link. Integration by Substitution – Set 1 Answers key
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