Question
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2. A large cheese pizza costs \( \$ 7.50 \). Diego has \( \$ 40 \) to spend on pizzas. How many large cheese pizzas can he afford? Explain or show your reasoning.

Ask by Wheeler Wright. in the United States
Feb 05,2025

Real Tutor Solution

Tutor-Verified Answer

Answer

Diego can buy 5 large cheese pizzas with his \$40.

Solution

To determine how many large cheese pizzas Diego can afford, we can follow these steps: 1. **Identify the cost of one pizza**: The cost of one large cheese pizza is \( \$ 7.50 \). 2. **Identify the total amount Diego has**: Diego has \( \$ 40 \). 3. **Calculate the number of pizzas**: To find out how many pizzas Diego can buy, we divide the total amount of money he has by the cost of one pizza. The formula to calculate the number of pizzas \( n \) is: \[ n = \frac{\text{Total Money}}{\text{Cost per Pizza}} \] Substituting the known values: \[ n = \frac{40}{7.50} \] Now, let's perform the calculation. \[ n = \frac{40}{7.50} = 5.3333 \] Since Diego cannot buy a fraction of a pizza, we round down to the nearest whole number. Therefore, Diego can afford 5 large cheese pizzas. ### Conclusion: Diego can afford **5 large cheese pizzas** with his \( \$ 40 \).

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Mind Expander

Diego has \( \$ 40 \) and each large cheese pizza costs \( \$ 7.50 \). To find out how many pizzas he can buy, you can perform a simple division: \( 40 \div 7.50 \). Calculating this gives \( 5.33 \), meaning he can afford 5 whole pizzas since he can’t buy a fraction of a pizza. Multiplying \( 5 \) pizzas by the cost of each pizza gives \( 5 \times 7.50 = \$ 37.50 \). This leaves him with \( 40 - 37.50 = \$ 2.50 \) remaining. So, Diego can afford a total of 5 large cheese pizzas and will have a little leftover cash to save for next time! Feel free to treat yourself to a slice or two while you’re at it!

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