Question

directions - graph the compound inequality:
$x < - 2$ or $x > 5$
undo redo reset remove

Explanation:

Step1: Graph \(x < - 2\)

For \(x < - 2\), we use an open - circle at \(x=-2\) (because the inequality is strict, \(x
eq - 2\)) and shade to the left of \(x =-2\).

Step2: Graph \(x>5\)

For \(x > 5\), we use an open - circle at \(x = 5\) (because the inequality is strict, \(x
eq5\)) and shade to the right of \(x = 5\).

Answer:

Graph with an open - circle at \(x=-2\) and shading to the left of \(x=-2\), and an open - circle at \(x = 5\) and shading to the right of \(x=5\).