1. The problem asks which values of $m$ are possible given the graph. 2. The graph shows a filled circle at $m = -3$ and an arrow pointing left, indicating $m \leq -3$. 3. We check each value against this inequality: - $-2$: greater than $-3$, so not possible. - $4$: greater than $-3$, so not possible. - $-3.5$: less than $-3$, so possible. - $0$: greater than $-3$, so not possible. - $-5$: less than $-3$, so possible. - $-7$: less than $-3$, so possible. 4. Therefore, the possible values of $m$ are $-3.5$, $-5$, and $-7$. Final answer: $m \in \{ -3.5, -5, -7 \}$