solve the inequality $n - 2 \\leq -5$. n ? ?

$solve the inequality $n - 2 \\leq -5$. n ? ?$

solve the inequality $n - 2 \leq -5$.
n ? ?

To solve for $ n $, we add 2 to both sides of the inequality $ n - 2 \leq -5 $. This gives us $ n - 2 + 2 \leq -5 + 2 $.

Simplifying the left side, $ n - 2 + 2 $ becomes $ n $. Simplifying the right side, $ -5 + 2 $ is $ -3 $. So we have $ n \leq -3 $.

$ n \leq -3 $