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Inverse Functions and Relations
VII. Rational Equations and Inequalities: Lecture 2 | 18:12 min
In this lecture Professor Fraser will cover Inverse Functions and Relations. You will begin by learning the Inverse of a Relation with an example of Ordered Pairs. Next, you will switch to the Inverse of a Function before covering the Procedure to Construct an Inverse Function. Lastly, you will cover Inverses and Compositions before four video examples.
QuickNotes™ 
Inverse Functions and Relations
If you know the graph of f, use the horizontal line test on that graph to determine whether f has an inverse.
If you know the graphs of f and g, these functions are inverses of each other if and only if their graphs are mirror images across the line y = x.
Two functions are inverses of each other if and only if both of their compositions are the identity function f(x) = x for all x.
Discussion 
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Carleen Eaton
Grant Fraser

