1. **State the problem:** Find the domain and range of the relation given by the set of points \{(-14, -13), (-16, 17), (-17, -21), (15, -25), (-2, 13)\}. 2. **Recall definitions:** - The **domain** of a relation is the set of all first coordinates (x-values). - The **range** of a relation is the set of all second coordinates (y-values). 3. **Identify the domain:** Extract all x-values from the points: $$\{-14, -16, -17, 15, -2\}$$ 4. **Identify the range:** Extract all y-values from the points: $$\{-13, 17, -21, -25, 13\}$$ 5. **Write the final answer:** - Domain: \{ -17, -16, -14, -2, 15 \} - Range: \{ -25, -21, -13, 13, 17 \} These sets list all unique x and y values from the relation.