What is the vertex of the graph of f(x) = |x + 5| – 6?
(–6, –5)
(–6, 5)
(–5, –6)
(5, –6)

Find the zero point of the absolute value function
|x+5|=0
x=-5
when x=-5
that is min point since if it was -6, it would give |-1| then 1, then it would go back up

that is the x value of vertex
sub back into equation to find y value of vertex

f(-5)=|-5+5|-6
f(-5)=|0|-6
f(-5)=-6

xvalue=-5
yvalue=-6

(x,y)
answer is (-5,-6)

3rd option