Which Method of Integration to Used?

Integration Flowchart
Integration Methods-The different methods of integration include:[list=1][*][b]Integration by Substitution[/b][/*][*][b]Integration Using Trigonometric Identities[/b][/*][*][b]Integration by Partial Fraction[/b][/*][*][b]Integration by Parts[/b][/*][*][b]Integration of Some particular function[/b][/*][/list][b]INTEGRATION TECHNIQUES[/b][b] [/b]This review of integration techniques is in no way complete.  It is vital for your success that you attempt a large number of problems from the text (even more than are assigned).  There is no substitute for practice and experience.  I hope that this guide helps you organize your studying. [br][br][br][img]data:image/png;base64,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[/img]

Information: Which Method of Integration to Used?