Answer:
4>|x+1|+2
Explanation:
Solve the inequality for x
4>|x+1|+2
2>|x+1|
Solve the inequality for x
Since the absolute value is always positive because it is the distance, we get two inequalities where one is negative and less than x because if x goes past this negative value, the inequality becomes untrue.
This equation gives us the inequalities:
x+1<2
x<1
x+1>-2
x>-3
-3<x<1