Final answer:
To find the best buy between two packages of tomato juice, we calculate the cost per ounce by dividing the total price by the total ounces. The 46 oz. can at $0.055 per ounce is the better deal compared to the 6 pack of 10 oz. cans at $0.075 per ounce.
Step-by-step explanation:
The question involves comparing the cost per ounce of two different packages of tomato juice to determine which one is the best buy. To calculate the cost per ounce for each option, we would divide the total price of the package by the total number of ounces in the package.
For the 46 oz. can priced at $2.53, the cost per ounce is calculated as follows:
Cost per ounce = Total cost / Total ounces
= $2.53 / 46 oz
= $0.055 per ounce (rounded to the nearest hundredth)
For the 6 pack of 10 oz. cans priced at $4.50, the total number of ounces is 6 cans × 10 oz/can = 60 oz. The cost per ounce is calculated as:
Cost per ounce = Total cost / Total ounces
= $4.50 / 60 oz
= $0.075 per ounce (rounded to the nearest hundredth)
Comparing the two cost per ounce figures, the 46 oz. can of tomato juice is the best buy because it has a lower cost per ounce at $0.055 compared to $0.075 per ounce for the 6 pack of 10 oz. cans.