Which choice is the correct graph of |x|<3

Answer:
Graph E
Step-by-step explanation:
The inequality is given :
| x | < 3
This means the value of x is between +3 and -3.
Hence, the possible values would be :
Graph E shows the correct representation of the inequality.
Answer:
Graph E is correct.
Solving Stepwise:
Given Expression: |x| < 3
Apply the absolute rule when |u| < a, then -a < u < a
Values are between -3 and 3
Explanation:
The circle should be closed when the inequality is "≤" and "≥"
The circle should be opened when the inequality is "<" and ">"
Here we have "<", so the circle should be kept open.