Question

graph the compound inequality. 16 ≤ x < 17 plot the endpoints. select an endpoint to change it from closed to open. sele a segment, ray, or line to delete it.

Explanation:

Step1: Analyze the inequality for 16

Since \(16\leq x\), at \(x = 16\), we use a closed - circle (because the value \(x = 16\) is included in the solution set).

Step2: Analyze the inequality for 17

Since \(x<17\), at \(x = 17\), we use an open - circle (because the value \(x = 17\) is not included in the solution set).

Step3: Connect the points

Connect the closed - circle at \(x = 16\) and the open - circle at \(x = 17\) with a line segment (since the inequality represents all values of \(x\) between \(16\) and \(17\) including \(16\) but not including \(17\)).

Answer:

Plot a closed - circle at \(x = 16\) and an open - circle at \(x = 17\), then connect them with a line segment.