The problem asks to graph the inequality $x > -20$ on a number line. We need to identify the correct endpoint (open or closed circle) and the direction of the arrow representing the solution set.

1. Problem Description

The problem asks to graph the inequality $x > -20$ on a number line. We need to identify the correct endpoint (open or closed circle) and the direction of the arrow representing the solution set.

2. Solution Steps

The inequality is $x > -20$.

* Endpoint: Since the inequality is $x > -20$ (strictly greater than), we use an open circle at $-20$ to indicate that $-20$ is not included in the solution set.

* Direction: The inequality $x > -20$ means that $x$ can be any number greater than $-20$. Therefore, we need to draw an arrow to the right (positive direction) from the open circle at $-20$.

3. Final Answer

The graph of the inequality $x > -20$ is an open circle at $-20$ with an arrow pointing to the right.