Felipe is planning a party. He has \( \$ 50.00 \) to spend on sandwiches that cost \( \$ 2.50 \) per person, \( \$ 25.00 \) to spend on drinks that cost \( \$ 1.50 \) per person, and \( \$ 25.00 \) to spend on gift bags that cost \( \$ 3.00 \) per person. Which expression could be used to show the amount of money he will have left over if \( x \) people attend the party? \( 50+7 x \) \( 100-7 x \) \( 2.50 x+1.50 x+3.00 x \) \( 100-(2.50 x-1.50 x-3.00 x) \)

To determine the amount of money Felipe will have left over after hosting the party for \( x \) people, let's break down his expenses and total budget: 1. **Total Budget:** - **Sandwiches:** \$50.00 - **Drinks:** \$25.00 - **Gift Bags:** \$25.00 - **Total:** \$50 + \$25 + \$25 = **\$100.00** 2. **Expenses per Person:** - **Sandwiches:** \$2.50 per person - **Drinks:** \$1.50 per person - **Gift Bags:** \$3.00 per person - **Total per Person:** \$2.50 + \$1.50 + \$3.00 = **\$7.00 per person** 3. **Total Expenses for \( x \) People:** \[ 7x \] 4. **Amount Left Over:** \[ \text{Total Budget} - \text{Total Expenses} = 100 - 7x \] So, the expression that represents the amount of money Felipe will have left over is: \[ \boxed{100-7x} \] **Answer:** \( 100-7 x \)