Jacob needs 48 ounces of tomatoes for the spaghetti sauce. He is choosing between the two brands shown. Explain how Jacob can determine which is the better value.

Answer 1

To determine which brand of tomatoes is the better value, Jacob can follow these steps:

1. Identify the Price and Quantity: First, Jacob should look at the price and quantity of tomatoes for each brand. For example, Brand A might be 28 ounces for $2.99, and Brand B might be 14 ounces for $1.99.

2. Calculate the Price per Ounce: Next, Jacob should calculate the price per ounce for each brand. To do this, he divides the price of each brand by the number of ounces it contains:

   • For Brand A: $2.99 / 28 ounces = approximately $0.1064 per ounce.
   • For Brand B: $1.99 / 14 ounces = approximately $0.1421 per ounce.

3. Compare the Prices per Ounce: Once he has the price per ounce for each brand, Jacob can compare the values. The brand with the lower cost per ounce offers the better value.

4. Calculate the Total Cost for 48 Ounces: Jacob should also calculate the total cost for 48 ounces using the price per ounce he found earlier.

   • For Brand A: 48 ounces * $0.1064 = approximately $5.11.
   • For Brand B: 48 ounces * $0.1421 = approximately $6.81.

5. Make a Decision: After calculating the total costs, Jacob can decide which brand provides the better value based on the lower total price for 48 ounces.

By following these steps, Jacob can confidently choose the brand of tomatoes that gives him the best value for his spaghetti sauce needs.