https://file.aiquickdraw.com/mathbot/file/17234987288730v8phusn.jpg

The problem in the image asks how much more per fluid ounce Brand X costs compared to Brand Y. Let's break it down and solve it.

### Given:
- **Brand X** costs $3.25 for 5 fluid ounces.
- **Brand Y** costs $6.00 for 8 fluid ounces.

### Step 1: Calculate the cost per fluid ounce for each brand.

For **Brand X**:
\[
\text{Cost per fluid ounce} = \frac{\$3.25}{5 \text{ fluid ounces}} = \$0.65 \text{ per fluid ounce}
\]

For **Brand Y**:
\[
\text{Cost per fluid ounce} = \frac{\$6.00}{8 \text{ fluid ounces}} = \$0.75 \text{ per fluid ounce}
\]

### Step 2: Calculate the difference in cost per fluid ounce.
\[
\text{Difference} = \$0.75 - \$0.65 = \$0.10 \text{ per fluid ounce}
\]

So, Brand Y costs $0.10 more per fluid ounce than Brand X.

Would you like further details or have any questions?

Here are 8 related questions you might find interesting:
1. How would the difference change if the prices or quantities of the products were altered?
2. What is the total cost difference for buying 10 fluid ounces of each brand?
3. How would you calculate the total cost for a different quantity if only cost per fluid ounce is given?
4. What happens to the cost difference if Brand Y offers a discount on the total price?
5. How can you compare costs of multiple brands with different quantities and prices?
6. How does buying in bulk (larger quantities) usually affect the price per unit?
7. What other factors, besides cost per fluid ounce, might influence a customer's choice between Brand X and Brand Y?
8. Can you develop a formula to calculate the cost per unit for any product given its total price and quantity?

**Tip:** Always break down complex problems into smaller steps to make them easier to solve.

Learn how to calculate the cost per fluid ounce for Brand X and Brand Y with a detailed step-by-step solution. This problem involves arithmetic and unit conversion concepts, suitable for young learners in Grades 2-4.

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