Graphs That Represent A Function That Has An Inverse. Let us start with an example. Let us return to the quadratic function latex f left x right x 2 latex restricted to the domain latex left 0 infty right latex on which this function is one to one and.
Each of the toolkit functions has an inverse. M x 7x. The inverse function goes the other way.
The inverse function therefore moves through 2 0 1 1 and 4 2.
Sketch the graphs of f x 2x2 and g x x 2 for x 0 and determine if they are inverse functions. Sketch both graphs on the same coordinate grid. The inverse function therefore moves through 2 0 1 1 and 4 2. If the graph passes the horizontal line test then the function is one to one.
