https://file.aiquickdraw.com/mathbot/file/1727284723723bewlzwve.jpg

To determine the best buy for item A, we need to calculate the unit price for each size by dividing the price by the corresponding size.

Here are the steps:

1. **8.5 oz at $5.63:**
   \[
   \text{Unit Price} = \frac{5.63}{8.5} = 0.6624 \text{ dollars per ounce (rounded to four decimal places)}
   \]

2. **12.5 oz at $7.66:**
   \[
   \text{Unit Price} = \frac{7.66}{12.5} = 0.6128 \text{ dollars per ounce (rounded to four decimal places)}
   \]

3. **32 oz at $16.92:**
   \[
   \text{Unit Price} = \frac{16.92}{32} = 0.5288 \text{ dollars per ounce (rounded to four decimal places)}
   \]

Now, let's compare these unit prices:
- 8.5 oz: $0.6624 per oz
- 12.5 oz: $0.6128 per oz
- 32 oz: $0.5288 per oz

The lowest unit price is for the **32 oz size** at $0.5288 per ounce, making it the best buy.

You should select option **B** and enter **0.529** for the unit price.

Would you like further details on these calculations or have any questions?

Here are five related questions:
1. How do you calculate unit price for bulk items?
2. Why is it important to compare unit prices instead of overall prices?
3. Could the 12.5 oz size ever be the best buy if prices change?
4. How can you apply unit price comparison to everyday shopping?
5. What other factors might influence the decision besides unit price?

**Tip:** Always compare unit prices when choosing between different product sizes!

Find the size for item A that is the best buy. Give the unit price for that size. The available sizes are 8.5 oz for $5.63, 12.5 oz for $7.66, and 32 oz for $16.92.

Calculate the best buy for item A by comparing unit prices. Given sizes are 8.5 oz for $5.63, 12.5 oz for $7.66, and 32 oz for $16.92. Learn how to determine the best value by dividing price by size.

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