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Which is the better deal? \[ \begin{array}{l}\$ 2.29 \text { for } 8 \text { pounds } \\ \$ 3.59 \text { for } 12 \text { pounds } \\ >\text { Next Question }\end{array} \]

Ask by Blake Donnelly. in the United States
Jan 27,2025

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Deal 1 is the better value because it costs less per pound.

Solución

To determine which deal offers better value, we'll calculate the **price per pound** for each option. ### **Deal 1: $2.29 for 8 pounds** \[ \text{Price per pound} = \frac{\$2.29}{8 \text{ pounds}} = \$0.286 \text{ per pound} \] ### **Deal 2: $3.59 for 12 pounds** \[ \text{Price per pound} = \frac{\$3.59}{12 \text{ pounds}} = \$0.299 \text{ per pound} \] ### **Comparison** - **Deal 1:** \$0.286 per pound - **Deal 2:** \$0.299 per pound ### **Conclusion** **Deal 1** offers the better value since the price per pound (**\$0.286**) is lower than that of Deal 2 (**\$0.299**).

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The Deep Dive

To determine which option is the better deal, we can calculate the price per pound for each offer. For the first option, \$2.29 for 8 pounds: \[ \text{Price per pound} = \frac{2.29}{8} \approx 0.28625 \text{ dollars per pound} \] For the second option, \$3.59 for 12 pounds: \[ \text{Price per pound} = \frac{3.59}{12} \approx 0.29917 \text{ dollars per pound} \] Comparing the two, the first option at approximately \$0.29 per pound is the better deal! --- When shopping for bulk items, always remember to check the unit price displayed on the shelf, which makes comparisons straightforward! Stores often provide this to help customers quickly understand which package size offers the most value for their money. Don't forget to factor in your storage and usage needs! Buying in bulk can save you money, but make sure you have space to store it and that you can use it all before it goes bad, especially for perishable items.

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