Question
Kelly wants to take guitar lessons, she can purchase two different guitar lesson packages. Package A is 25 lessons for $200. Package B is 15 lessons for $105. If Kelly wants the better buy, which package should she choose?
Answers
GPT-4o mini
To find out which package is the better buy, we need to calculate the cost per lesson for both packages.
**Package A:**
- 25 lessons for $200
- Cost per lesson = Total Cost / Number of Lessons = $200 / 25 = $8 per lesson
**Package B:**
- 15 lessons for $105
- Cost per lesson = Total Cost / Number of Lessons = $105 / 15 = $7 per lesson
Now we can compare the cost per lesson for both packages:
- Package A: $8 per lesson
- Package B: $7 per lesson
Since $7 per lesson (Package B) is cheaper than $8 per lesson (Package A), Kelly should choose **Package B** as the better buy.
**Package A:**
- 25 lessons for $200
- Cost per lesson = Total Cost / Number of Lessons = $200 / 25 = $8 per lesson
**Package B:**
- 15 lessons for $105
- Cost per lesson = Total Cost / Number of Lessons = $105 / 15 = $7 per lesson
Now we can compare the cost per lesson for both packages:
- Package A: $8 per lesson
- Package B: $7 per lesson
Since $7 per lesson (Package B) is cheaper than $8 per lesson (Package A), Kelly should choose **Package B** as the better buy.