Question

solve the inequality $n - 2 \leq -5$.
$n \leq -3$
graph the solution set of the inequality.
(number line from -10 to 10 with ticks at each integer, and options for open/closed circles and arrows)

Explanation:

Step1: Solve the inequality

Add 2 to both sides: $n - 2 + 2 \leq -5 + 2$ → $n \leq -3$

Step2: Graph the solution set

Mark a closed dot at -3 (since ≤ includes -3), then draw a line extending left from -3.

Answer:

$n \leq -3$
The graph has a closed dot at -3 and a line pointing left.