2. C-Town Supermarket sells honey crisp apples at two for $2.50. The fruit stand across the street sells three honey crisp apples for $3.75. Which apples are cheaper?

To determine which apples are cheaper, we need to calculate the cost per apple at each location and then compare them.

1. **C-Town Supermarket:**
   - Price for 2 apples: $2.50
   - Cost per apple = $\frac{2.50}{2} = 1.25$ dollars per apple.

2. **Fruit stand across the street:**
   - Price for 3 apples: $3.75
   - Cost per apple = $\frac{3.75}{3} = 1.25$ dollars per apple.

Both places charge the same amount, $1.25 per apple, so neither is cheaper than the other.

Would you like further details or have any other questions?

Here are 5 related questions that expand on this information:
1. What would be the total cost for 10 apples at each location?
2. If the fruit stand offered a 10% discount, which would be cheaper?
3. How many apples could you buy with $10 at each location?
4. What if C-Town Supermarket had a sale offering 5 apples for $6? How would that compare?
5. If the price of apples at one location increased by 20%, how would that affect the comparison?

**Tip:** When comparing prices, always calculate the unit price (price per item) to make accurate comparisons, especially when quantities differ.

Compare prices of honey crisp apples at C-Town Supermarket and the fruit stand across the street. Learn how to calculate unit prices to determine which option is cheaper. Suitable for students in Grades 5-6.

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