Answer:
-|x+2|+2
Step-by-step explanation:
basically we can use the vertex form which is basically a|x-h|+k, with our vertex as (h,k). we see that our vertex is (-2,2) so we plug in our h and k values and get a|x+2|+2. we also see that our graph is upside down so that means that our a value must be a negative. now to find the exact value of a we can always just plug a random point on the graph (ex. (0,0)) as our x and y values in y=a|x+2|+2, but we can just tell by looking at the graph that the basic slope is 1/1 so your a value is -1 (remeber negative because its upsidedown)
