A group of friends wants to go to the amusement park. They have \( \$ 69.75 \) to spend on parking and admission. Parking is \( \$ 17.25 \), and tickets cost \( \$ 17.5 \) o per person, including tax. Write and solve an equation which can be used to determine \( p \), the number of people who can go to the amusement park. Answer Attempt 1 out of 4 Equation:

To determine the number of people, \( p \), who can go to the amusement park, you can write the equation based on the total budget. First, subtract the parking cost from the total amount: \[ 69.75 - 17.25 = 52.50 \] Then, since each ticket costs \( 17.50 \), you can set up the equation: \[ 17.50p = 52.50 \] To find \( p \), divide both sides by \( 17.50 \): \[ p = \frac{52.50}{17.50} = 3 \] So, the friends can take 3 people to the amusement park! Did you know that amusement parks have been around since the Middle Ages, where they began as simple fairs in Europe? They evolved from these festive gatherings to elaborate venues with thrilling rides and games. Today, themes can be anywhere from oceanic worlds to fairy-tale lands, drawing millions for the ultimate escapade! Planning a trip to an amusement park can be exhilarating, but a common mistake is not budgeting properly! Always account for not just admission and parking, but also for food, souvenirs, and additional attractions. A little planning can help you maximize both fun and funds, ensuring everyone comes home happy—and not broke!