Question

write the inequality.
fix the inequality below to correctly show the domain of the function.
$-9 < x < -5$
submit

Explanation:

Step1: Identify left domain boundary

The function's left endpoint is a closed dot at $x=-3$, so $x$ is greater than or equal to $-3$.

Step2: Identify right domain boundary

The function's right endpoint is an open dot at $x=2$, so $x$ is less than $2$.

Step3: Combine boundaries into inequality

Merge the two conditions to form the domain inequality.

Answer:

$-3 \leq x < 2$