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The question asks, "Three apples weigh about a pound. About how much would 1 apple cost? (Round to the nearest cent.)" 

However, no price per pound of apples is given in the problem. Assuming a typical price for apples would be around $1.50 per pound (since this information is often approximated), we can calculate as follows:

1. If 3 apples weigh 1 pound and the price of 1 pound is $1.50, then the cost of 3 apples is $1.50.
2. To find the cost of 1 apple, divide $1.50 by 3:
   \[
   \text{Cost of 1 apple} = \frac{1.50}{3} = 0.50
   \]

Thus, the cost of 1 apple is about $0.50.

The correct answer would be the option that states **$0.50**.

Would you like to explore more details, or do you have any questions?

Here are five related questions:
1. If 4 apples weigh a pound, how much would one apple cost at the same rate?
2. How does the cost of apples change if the price per pound increases to $2.00?
3. What would be the cost of 5 apples if 3 apples cost $1.50?
4. How can rounding impact the price in real-life grocery shopping?
5. What is the cost of two apples if they are priced at $0.50 per apple?

**Tip**: Always double-check for any missing information in word problems before proceeding with calculations!

Three apples weigh about a pound. About how much would 1 apple cost? (Round to the nearest cent.)

Learn how to calculate the cost of 1 apple when given the weight of 3 apples and the price per pound. This problem demonstrates the use of division and unit rate to solve real-world problems, perfect for students in Grades 5-7.

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