https://file.aiquickdraw.com/mathbot/file/1729808971600i8g0gxhc.jpg

The question in the image asks:

"How many pounds of blueberries can you buy for $13.00?"

To solve this, we would need the price per pound of blueberries, which isn't provided in the image. If we assume that information is available elsewhere in the problem, here's the approach:

1. **Let the price per pound be** $ P $ dollars.
2. To find the number of pounds you can buy for $13, you would divide the total money available by the price per pound:
   \[
   \text{Pounds of blueberries} = \frac{13.00}{P}
   \]

Once you provide the price per pound, we can calculate the number of pounds. 

Would you like to proceed with this, or do you have the missing price detail?

Here are 5 related questions:
1. If the price per pound of blueberries is $2, how many pounds can you buy for $13?
2. If you only had $10, how many pounds of blueberries could you buy if they cost $2.50 per pound?
3. How would the number of pounds change if the price per pound was discounted by 10%?
4. What is the total cost for buying 5 pounds of blueberries if the price is $3.20 per pound?
5. If you spent $26 and blueberries are $4 per pound, how many pounds did you buy?

**Tip:** When dealing with unit rates (such as price per pound), always check your units before performing calculations to ensure consistency.

How many pounds of blueberries can you buy for $13.00?

Learn how to calculate the number of pounds of blueberries you can buy for $13.00, using unit rates and division. This is a common math problem for students in Grades 6-8.

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