Question

question 1 of 10 (1 point) | question attempt: 1 of unlimited
graph the solution to the inequality on the number line.
|v| ≥ 5

Explanation:

Step1: Recall absolute - value inequality rule

The inequality \(|v|\geq5\) is equivalent to \(v\geq5\) or \(v\leq - 5\).

Step2: Graph on number line

On the number - line, we place a closed circle at \(v = 5\) (because \(v\) can equal 5) and draw an arrow to the right to represent \(v\geq5\). We also place a closed circle at \(v=-5\) (because \(v\) can equal - 5) and draw an arrow to the left to represent \(v\leq - 5\).

Answer:

On the number - line, place a closed circle at \(v = 5\) and draw an arrow to the right. Place a closed circle at \(v=-5\) and draw an arrow to the left.