Question

graph this compound inequality: $x < - 8$ or $xgeq3$

Explanation:

Step1: Identify the first inequality

For \(x < - 8\), we use an open - circle at \(-8\) (since \(x\) is not equal to \(-8\)) and shade to the left.

Step2: Identify the second inequality

For \(x\geq3\), we use a closed - circle at \(3\) (since \(x\) can be equal to \(3\)) and shade to the right.

Answer:

On the number line, place an open - circle at \(-8\) and shade the line to the left of \(-8\). Place a closed - circle at \(3\) and shade the line to the right of \(3\).