Question

graph the compound inequality.
-300 ≤ x < -100
plot the endpoints. select an endpoint to change it from closed to open. select a segment, ray, or line to delete it.

Explanation:

Step1: Analyze the inequality for endpoints

The inequality is \(-300\leq x < - 100\). For \(x\geq - 300\), the endpoint \(x = - 300\) is included (closed - circle). For \(x < - 100\), the endpoint \(x=-100\) is not included (open - circle).

Step2: Graph the segment

On the number - line, place a closed - circle at \(-300\) and an open - circle at \(-100\). Then draw a segment connecting these two points.

Answer:

On the given number - line, place a closed - circle at \(-300\) and an open - circle at \(-100\), and then connect them with a segment.