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Graph the inverse of the function then determine if the inverse is a function

Graph the inverse of the function then determine if the inverse is a function-example-1
User GMchris
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1 Answer

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The inverse of a funtion is to swap points X and Y

for example the point (3,2) will be (2,3)

We take point of this function and try to graph

Points


\begin{gathered} (0,0)\longrightarrow(0,0) \\ (-5,10)\longrightarrow(10,-5) \\ (5,10)\longrightarrow(10,5) \end{gathered}

the graph

The graph is not a function because you cant have two Ypoint for the same Xpoint

Graph the inverse of the function then determine if the inverse is a function-example-1
User Sufendy
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