Question

freddy is selling snow cones at a stand outside his house. he is charging $1.50 per snow cone. he needs to make at least enough money to cover the cost of his supplies, which were $14.75. what is the minimum number of snow cones freddy needs to sell? snow cones

Explanation:

Step1: Define the problem

Let \( n \) be the number of snow cones. The total money earned from selling \( n \) snow cones is \( 1.50n \) dollars. We need \( 1.50n \geq 14.75 \) to cover the cost.

Step2: Solve for \( n \)

Divide both sides of the inequality by \( 1.50 \): \( n \geq \frac{14.75}{1.50} \). Calculate \( \frac{14.75}{1.50} \approx 9.83 \). Since \( n \) must be an integer (we can't sell a fraction of a snow cone), we round up to the next whole number.

Answer:

10