lets first find the graph for $y = |x+2| \ – \ |x-1|$ and then we will just take absolute value of y i.e make all the negative y’s positive and get our answer
$$y = |x+2| \ – \ |x-1|$$ has critical points $-2,1$
for $$x\gt1 \rightarrow (x+2)-(x-1) = +3$$ $$(x\gt-2) \ \ \& (x \le 1) \rightarrow (x+2)-(-(x-1)) = 2x+1$$
$$x\le-2 \rightarrow -(x+2)-(x-1) = -3$$
now plotting the graph after getting the equations for $y = |x+2| \ – \ |x-1|$
now just take the mod and negative part will invert to positive
hence the answer is P