The problem asks us to graph the inequality $x \le -8$ on a number line. The number line is provided with values from -12 to -4. We are also given a closed circle, an open circle, and arrows pointing left and right.

1. Problem Description

The problem asks us to graph the inequality $x \le -8$ on a number line. The number line is provided with values from -12 to -

4. We are also given a closed circle, an open circle, and arrows pointing left and right.

2. Solution Steps

The inequality $x \le -8$ means that $x$ can be any value less than or equal to -

8. The "equal to" part of the inequality indicates that we should use a closed circle at $x = -8$.

The "less than" part of the inequality indicates that we should shade the number line to the left of -8, which means an arrow pointing left.

Therefore, we should place the closed circle at -8 and the arrow pointing left starting from -

8.

3. Final Answer

Place the closed circle at -8 and the arrow pointing left starting from -8.