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Below is the entire graph of function f. Graph f ^ - 1 the inverse of .

Below is the entire graph of function f. Graph f ^ - 1 the inverse of .-example-1

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ANSWER:

Explanation:

When a function is inverse, the range and the domain interchange, therefore, we determine the points of the original equation to later interchange them and be able to graph, like this:


\begin{gathered} f(-8,-6)\rightarrow f^(-1)(-6,-8) \\ \\ f\left(2,-4\right)\rightarrow\:f^(-1)\left(-4,2\right) \\ \\ f\left(4,3\right)\rightarrow\:f^(-1)\left(3,4\right) \end{gathered}

We graph each point and join them and we are left with the following:

Below is the entire graph of function f. Graph f ^ - 1 the inverse of .-example-1
Below is the entire graph of function f. Graph f ^ - 1 the inverse of .-example-2
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