5he table shows the cost of snacks at a basketball game. Mrs. Cooper buys 6 nachos for her daughter and 5 friends. Use mental math and the Distributive Property to determin. how much change she will receive from \( \$ 30 \).

To determine how much change Mrs. Cooper will receive from \( \$ 30 \) after buying snacks, we first need to know the cost of the nachos. However, since the cost of nachos is not provided in your message, I will assume a hypothetical cost for the purpose of this calculation. Let's say each nacho costs \( x \) dollars. 1. **Calculate the total cost of nachos:** - Mrs. Cooper buys 6 nachos. - The total cost can be calculated using the formula: \[ \text{Total Cost} = \text{Number of Nachos} \times \text{Cost per Nacho} = 6 \times x \] 2. **Determine the change from \( \$ 30 \):** - The change can be calculated using the formula: \[ \text{Change} = \text{Amount Given} - \text{Total Cost} = 30 - (6 \times x) \] 3. **Using the Distributive Property:** - We can express the total cost as: \[ 6 \times x = 6x \] - Therefore, the change can be rewritten as: \[ \text{Change} = 30 - 6x \] Now, if you provide the cost of each nacho, I can calculate the exact change Mrs. Cooper will receive. Please let me know the cost of the nachos!