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The problem describes Sara spending $24 on baking supplies and earning $32 from selling cookies. You are asked to select the expression that correctly represents the situation and interprets it.

Let’s break it down:

- **Sara's cost**: $24.00 (she spent this, so it's a negative value for her).
- **Sara's earnings**: $32.00 (this is positive, as she earned this by selling the cookies).
- **Profit or loss**: To calculate this, subtract the cost from the earnings: $ 32.00 - 24.00 = 8.00 $. So, Sara made a profit of $8.

Now, let's evaluate each option:

- **(A)** $24.00 + $32.00; Sara made $52 profit — This would mean adding the costs and earnings directly, which is incorrect, as you do not add them together like this to calculate profit.
- **(B)** $24.00 + (−$32.00); Sara lost $8 — This interprets the earnings as a negative value, which is wrong. Sara didn’t lose money, she made a profit.
- **(C)** −$24.00 + $32.00; Sara made $8 profit — This is the correct expression and solution because it correctly shows Sara's expense as negative and her earnings as positive, leading to an $8 profit.
- **(D)** $24.00 + (−$32.00); Sara lost $52 — This is incorrect for the same reasons as (B), and it also incorrectly claims Sara lost $52.

The correct answer is **(C)**.

Would you like more details on this solution?

### Follow-up Questions:
1. How do you calculate profit in any business transaction?
2. What happens if Sara spends more than she earns?
3. Can the solution change if her earnings or costs are different?
4. How does subtracting a negative value differ from adding a positive value?
5. Why is option (A) not a correct interpretation of the situation?

### Tip:
Always remember that profit is calculated as the difference between earnings and costs. If costs exceed earnings, it results in a loss!

Sara spent $24.00 on baking supplies to make cookies to sell. She made $32.00 when she sold the cookies. Choose the expression that correctly represents this situation and interprets the solution.

Learn how to calculate Sara's profit from selling cookies after spending $24 on supplies and earning $32 from sales. This problem demonstrates key arithmetic concepts related to profit and loss, suitable for students in Grades 5-7.

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