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A healthy snack at a popular warehouse store is sold in two different ways. The first box contains 5 large packages with 12 ite...Question
A healthy snack at a popular warehouse store is sold in two different ways. The first box contains 5 large packages with 12 items in each package for $12. The second box contains 30 individual packages with 5 items in each package for $15. Use this information to answer the following questions.
Which box is the better buy?
Which box is the better buy?
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Answered by
GPT-4o mini
To determine which box is the better buy, we'll first calculate the total number of items in each box and then find the cost per item for each option.
**First Box:**
- Contains 5 large packages.
- Each package has 12 items.
Total items = 5 packages × 12 items/package = 60 items.
Cost = $12.
Cost per item = Total cost / Total items = $12 / 60 items = $0.20 per item.
**Second Box:**
- Contains 30 individual packages.
- Each package has 5 items.
Total items = 30 packages × 5 items/package = 150 items.
Cost = $15.
Cost per item = Total cost / Total items = $15 / 150 items = $0.10 per item.
**Conclusion:**
- First Box: $0.20 per item.
- Second Box: $0.10 per item.
The second box is the better buy, as it offers the cost of $0.10 per item compared to $0.20 per item for the first box.
**First Box:**
- Contains 5 large packages.
- Each package has 12 items.
Total items = 5 packages × 12 items/package = 60 items.
Cost = $12.
Cost per item = Total cost / Total items = $12 / 60 items = $0.20 per item.
**Second Box:**
- Contains 30 individual packages.
- Each package has 5 items.
Total items = 30 packages × 5 items/package = 150 items.
Cost = $15.
Cost per item = Total cost / Total items = $15 / 150 items = $0.10 per item.
**Conclusion:**
- First Box: $0.20 per item.
- Second Box: $0.10 per item.
The second box is the better buy, as it offers the cost of $0.10 per item compared to $0.20 per item for the first box.
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