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which transfromation relates a function and an inverse function
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we'll in that case we'll have x2=y1 y2=x1 where x2 and y2 are from T(x1,y1)... so we'll have an induced matrix \[A=\left[\begin{matrix}0 & 1 \\ 1 & 0\end{matrix}\right]\]
Answers are: A.reflection over x-axis. b. reflection over y-axis. c.reflection over the line y equals x. D. Rotation
kk thanks!
its C
reflection over the line y=x. because basically, an inverse of a function is where the y of the original function becomes the x of the inverse. so in an inverse of a function the y=x. they will change their roles so its reflection over y=x.
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