Question

the inequality $x < 9$ or $x \geq 14$ can be used to represent the hourly wage, $x$, of each employee at a store. which are possible values for $x$? select two options. $\square$ \\$8 $\square$ \\$9 $\square$ \\$11 $\square$ \\$13 $\square$ \\$14

Explanation:

Step1: Analyze \( x < 9 \)

Check each option against \( x < 9 \). For \(\$8\), \( 8 < 9 \) is true. For \(\$9\), \( 9 < 9 \) is false. For \(\$11\), \( 11 < 9 \) is false. For \(\$13\), \( 13 < 9 \) is false. For \(\$14\), \( 14 < 9 \) is false. So \(\$8\) satisfies \( x < 9 \).

Step2: Analyze \( x \geq 14 \)

Check each option against \( x \geq 14 \). For \(\$8\), \( 8 \geq 14 \) is false. For \(\$9\), \( 9 \geq 14 \) is false. For \(\$11\), \( 11 \geq 14 \) is false. For \(\$13\), \( 13 \geq 14 \) is false. For \(\$14\), \( 14 \geq 14 \) is true. So \(\$14\) satisfies \( x \geq 14 \).

Answer:

A. \$8, E. \$14