mille wants to take swimming lessons she can purchase two different swim lessons packages package a is 20 lessons for 230 package b is 15 lesson for 180 if mille wants the better buy which package should she choose show your work and explain why your choice is the better buy
To determine which package is the better buy, we need to calculate the cost per lesson for each package. This can be done by dividing the total cost of each package by the number of lessons included in the package.
For Package A, the cost per lesson is:
$230 / 20 lessons = $11.50 per lesson.
For Package B, the cost per lesson is:
$180 / 15 lessons = $12.00 per lesson.
Comparing the cost per lesson:
Package A: $11.50 per lesson
Package B: $12.00 per lesson
Since Package A has a lower cost per lesson ($11.50) compared to Package B ($12.00), it means you are getting each lesson at a cheaper rate with Package A.
Therefore, Mille should choose Package A because it is the better buy - she gets each lesson at a lower cost.
make it short sentences
Package A costs $230 for 20 lessons, so that's $230 ÷ 20 = $11.50 per lesson. Package B costs $180 for 15 lessons, so that's $180 ÷ 15 = $12.00 per lesson. Package A is cheaper per lesson. Mille should choose Package A for the better buy.
To determine which swim lesson package is the better buy, we need to compare the cost per lesson for each package. To do this, we divide the total cost of the package by the number of lessons it includes.
For Package A:
Total cost = $230
Number of lessons = 20
Cost per lesson = Total cost / Number of lessons = $230 / 20 = $11.50
For Package B:
Total cost = $180
Number of lessons = 15
Cost per lesson = Total cost / Number of lessons = $180 / 15 = $12.00
Comparing the cost per lesson, we find that Package A has a lower cost per lesson ($11.50) compared to Package B ($12.00). Therefore, Mille should choose Package A as the better buy.
Explanation:
The better buy is determined by comparing the cost per unit of each item being considered. In this case, the items are swim lesson packages, and we are comparing the cost per lesson. By calculating the cost per lesson for each package, we can determine which package offers a lower cost per lesson.
In this scenario, Package A offers 20 lessons for $230, resulting in a cost per lesson of $11.50. On the other hand, Package B offers 15 lessons for $180, resulting in a cost per lesson of $12.00.
Since Package A has a lower cost per lesson, it provides better value for money. Mille would be able to take more lessons for the same amount of money compared to Package B. Therefore, choosing Package A would be the better buy for her.