You can buy hair product in a 9-ounce bottle for $3.51 or in a 6-ounce bottle for $2.28. Question 1 options: 9-ounce bottle for $3.51 not enough information equal value 6-ounce bottle for $2.28

To determine which bottle offers a better value, we need to compare the price per ounce for each option.

### For the 9-ounce bottle:
- Total price: $3.51
- Price per ounce = $ \frac{3.51}{9} = 0.39 $ (approximately $0.39 per ounce)

### For the 6-ounce bottle:
- Total price: $2.28
- Price per ounce = $ \frac{2.28}{6} = 0.38 $ (approximately $0.38 per ounce)

### Conclusion:
The 6-ounce bottle costs slightly less per ounce (about $0.38) compared to the 9-ounce bottle (about $0.39).

So, the **6-ounce bottle for $2.28** is the better value.

Would you like further details or have any questions?

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Here are five related questions to expand on the information:

1. How do you calculate the price per unit for other items?
2. What factors besides price per ounce should you consider when buying products?
3. How can you use ratios to compare different products effectively?
4. How would the comparison change if the prices of the bottles changed?
5. How can bulk buying affect price per unit?

**Tip:** Always check the price per unit when comparing products to make sure you're getting the best value.

Learn how to compare the price per ounce for two hair product bottles: a 9-ounce bottle for $3.51 and a 6-ounce bottle for $2.28. This example shows how to calculate unit pricing and understand which bottle offers the best value. Suitable for students in Grades 4-6.

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