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11 Apr 2020
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
.
![](data:image/png;base64,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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
.
Bunny GreenfelderLv2
23 May 2020