1. **Problem Statement:** Find the domain and range of the function based on the graph description. 2. **Domain:** The domain is the set of all possible $x$-values for which the function is defined. From the graph description, the curve starts at $x = -5$ and ends at $x = 4$. Therefore, the domain is $$[-5,4].$$ 3. **Range:** The range is the set of all possible $y$-values the function takes. From the graph description: - The lowest point is at $y = -12$ (starting point at $x = -5$). - The highest point is near $y = 4$ (peak near $x = -2$). Thus, the range is $$[-12,4].$$ 4. **Final answers:** - Domain: $$[-5,4]$$ - Range: $$[-12,4]$$ These intervals include all $x$ and $y$ values covered by the graph.