What are the domain and range of this function \[ \begin{array}{l}(4,3) \\ (-10,9) \\ (0,10) \\ (-7,-5)\end{array} \]

To determine the domain and range of the given function represented by the set of ordered pairs, we can follow these steps: 1. **Identify the Domain**: The domain consists of all the first elements (x-values) of the ordered pairs. 2. **Identify the Range**: The range consists of all the second elements (y-values) of the ordered pairs. Let's extract the values from the given pairs: - The ordered pairs are: - (4, 3) - (-10, 9) - (0, 10) - (-7, -5) ### Step 1: Find the Domain The x-values from the ordered pairs are: - 4 - -10 - 0 - -7 Thus, the domain is: \[ \text{Domain} = \{4, -10, 0, -7\} \] ### Step 2: Find the Range The y-values from the ordered pairs are: - 3 - 9 - 10 - -5 Thus, the range is: \[ \text{Range} = \{3, 9, 10, -5\} \] ### Final Answer - **Domain**: \(\{4, -10, 0, -7\}\) - **Range**: \(\{3, 9, 10, -5\}\)