00:03
We're told that f and f to the negative 1 of x are inverse function, so that's common notation for an inverse function, as opposed to the reciprocal.
00:12
It's kind of not my favorite notation.
00:14
But anyway, inverse functions.
00:17
And which of the following must be true? both are base graphs.
00:22
I don't see any reason why that would have to be true.
00:25
We can have some transformations in there and then find inverse functions.
00:31
All right, just think about the base linear graph would be y equals x, but we can certainly find inverse functions for other ones.
00:37
So i do not believe that that is true.
00:39
The graphs are reflections over the line y equals x.
00:43
That is going to be true.
00:45
And if you think about how we find inverse functions, we actually flip the x and the y value...