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Finding Inverse Functions: A One-To-One function is given. Find inverse of the function. Graph the function and it’s inverse on the same screen to verify that the graphs are reflections of each other in the line

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Jean Keeling
Jean KeelingLv2
20 May 2020

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Functions that are their own Inverse: If a function is its own inverse, then the graph of is symmetric about the line . Graph the given function.Does the graph indicate that and are same function? Find the function . Use your result to verify your answers to part .

Functions that are their own Inverse: If a function is its own inverse, then the graph of is symmetric about the line . Graph the given function.Does the graph indicate that and are same function? Find the function . Use your result to verify your answers to part .

Functions That are their own Inverse If a function f is its own inverse then the graph of f is symmetric about the line y=x. (a) Graph the give function. (b) Does the graph indicate that f and f-1 are the same function? (c) Find the function f-1. Use your result to verify your answer to part (b).

 

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