Question

max correctly solved this inequality.
\frac{a}{-5}\geq10
a\leq - 50
which graph matches the inequality?

Explanation:

Step1: Analyze the inequality

The inequality is $a\leq - 50$. This means $a$ can take values that are less than or equal to -50.

Step2: Interpret graph - type

On a number - line graph, for $a\leq - 50$, we have a closed circle at -50 (because the inequality includes equality, i.e., $a$ can be equal to -50) and the line extends to the left (towards smaller numbers).

Answer:

The second graph (the one with a closed circle at -50 and the line extending to the left)