PLEASE HELP ME ASAP *will give brainliest*

===================================================

Explanation:

Each point listed is of the form (x,y)

The input x is fed into the f(x) function to get a y = f(x) output.

Recall that the inverse function undoes everything the original function does.

This means that when we determine the inverse function for a list of points like this, we just swap each x and y.

So if

then,

Again all I've done is swap each x and y value.

From here, we look through the inverse function set and look for the point when x = 1. We see the point (1,6) is in the set.

Therefore,

m a t h w a y. c o m

step-by-step explanation: