Answer:
y = |x+2|-4
Step-by-step explanation:
We start with an absolute value function
y = |x|
We do the left and right shift first
The minimum point is at (-2,-4)
It should be at (0,0)
The y is at -4 when it should be at 0
That means it is shifted down 4 units
y = |x| -4
Now we need to determine the shift left or right
The x should be at 0 and it is at -2.
We shifted it to the left 2 units
y = |x- -2| -4
y = |x+2|-4
