Question

graph the compound inequality on the number line.
$x < - 3$ or $x > 0$

Explanation:

Step1: Graph \(x < - 3\)

For \(x < - 3\), we use an open circle at \(x=-3\) (because \(-3\) is not included in the solution set) and draw an arrow to the left.

Step2: Graph \(x>0\)

For \(x > 0\), we use an open circle at \(x = 0\) (because \(0\) is not included in the solution set) and draw an arrow to the right.

Answer:

On the number - line, there is an open circle at \(x=-3\) with an arrow to the left and an open circle at \(x = 0\) with an arrow to the right.