Question

should the circle on the number 7 be open or closed on the following inequality? 7 > n closed open

Explanation:

Step1: Analyze the inequality symbol

The inequality is \(7 > n\), which can be rewritten as \(n < 7\).

Step2: Recall the rule for number - line circles

When the inequality is \(x < a\) or \(x > a\) (where \(a\) is a number), the circle on \(a\) is open. When the inequality is \(x\leq a\) or \(x\geq a\), the circle on \(a\) is closed.

Answer:

open