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The costs for each item are as follows:

- Cost for a box of cookies: \$3
- Cost for a box of candy: \$4
- Cost for a box of cupcakes: \$2

Would you like any more details or explanations on how this was solved?

Here are some related questions to deepen your understanding:
1. How can we set up similar equations for different problems?
2. What if one of the costs or totals had been missing?
3. How would the solution change if the quantities sold varied more significantly?
4. How can we interpret the results if the values are negative?
5. How can we verify the solution using a different method?

**Tip:** To solve systems of equations, always try to align variables and simplify the terms before solving to avoid unnecessary complexity.

If Jina sold $47 in total, Carmen sold $64, and Lamar sold $42, what is the cost for a box of each item?

Learn how to solve for the cost of cookies, candy, and cupcakes based on a fundraiser scenario. This problem involves creating and solving systems of linear equations to determine the price of each item. Suitable for students in Grades 7-10.

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