Millie wants to take swimming lesson she can purchase two different swim lessons package package A is 20 lessons for $230 package B is 15 lessons for $180 if Millie wants the better buy which package should she choose show your work and explain why your choice is the better buy

Answer 1

To determine which swim lesson package is the better buy for Millie, we need to find the cost per lesson for both packages.

Package A: 20 lessons for $230

1. Calculate the cost per lesson for Package A: \[ \text{Cost per lesson for Package A} = \frac{\text{Total cost}}{\text{Number of lessons}} = \frac{230}{20} = 11.50 \]

Package B: 15 lessons for $180

2. Calculate the cost per lesson for Package B: \[ \text{Cost per lesson for Package B} = \frac{\text{Total cost}}{\text{Number of lessons}} = \frac{180}{15} = 12.00 \]

Comparison of both packages:

• Cost per lesson for Package A: $11.50
• Cost per lesson for Package B: $12.00

Since $11.50 (Package A) is less than $12.00 (Package B), Package A offers a better value for Millie.

Conclusion: Millie should choose Package A (20 lessons for $230) because it has a lower cost per lesson, making it the better buy.