Given the graph functioned below which of the following ordered pairs are found on the inverse function?

1. Let the given line be the graph of function f.

2. Let g be the inverse function f. 

3. If f(a)=b then g(b)=a. So if point (a, b) is on the original line, point (b, a) will be on its inverse.

4. Take a look at the choices we have.

In A, the first point is (-2, -11), which means that in the line we should have (-11, -2). Clearly we don't. 

In C, point (-11, 2) tells us that we should have point (2, -11) in the line, but clearly 2 is matched to a value close to -1

In D, (2, -11) indicates that (-11, 2) is in the lone, but is not even close.

ANSWER: B

check: All (-2, 11), (-1, 8), (0, 5), (2, -1) are in the given line

21 because hes a savage and is apart of slaughter gang