Math Problem Statement
Jada has to serve milk and healthy cookies for a book club meeting. She is preparing 12 ounces of milk and 4 cookies per person. including herself, there are 15 people in a club. A package of cookies contains 24 cookies and cosy $4.50
Solution
To determine how much milk and how many cookies Jada needs to serve the 15 people in the book club, as well as the cost of the cookies, we can break down the problem step by step.
Step 1: Total Milk Required
Each person gets 12 ounces of milk, and there are 15 people in the club.
Jada will need 180 ounces of milk.
Step 2: Total Cookies Required
Each person gets 4 cookies, and there are 15 people.
Jada will need 60 cookies.
Step 3: Number of Cookie Packages Required
Each package contains 24 cookies. To find out how many packages are needed:
Since Jada can't buy half a package, she will need to buy 3 packages.
Step 4: Total Cost of Cookies
Each package of cookies costs $4.50, and Jada needs 3 packages.
The total cost of the cookies will be $13.50.
Summary:
- Jada will need 180 ounces of milk.
- She will need 60 cookies.
- She will need to buy 3 packages of cookies, which will cost her $13.50.
Would you like further details or explanations?
Here are 5 related questions:
- How much does one cookie cost based on the package price?
- If the price of milk is $0.10 per ounce, how much would the milk cost?
- How much milk does Jada need if 3 more people join the book club?
- What if a person wants 6 cookies instead of 4, how many more packages would be required?
- How much would Jada save if she could buy cookies in bulk at $4.00 per package?
Tip: Always round up when dealing with whole items like packages to avoid being short!
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Math Problem Analysis
Mathematical Concepts
Multiplication
Division
Estimation
Rounding
Formulas
Total milk = Milk per person × Number of people
Total cookies = Cookies per person × Number of people
Number of packages = Total cookies ÷ Cookies per package
Total cost = Number of packages × Cost per package
Theorems
-
Suitable Grade Level
Grades 5-7
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