Question

A grocery store sells crackers in three box sizes. Which size box is the best buy? 8 oz for $2.00 12 oz for $2.64 16 oz for $3.20

Answer 1

Hello, schrklar a way to do this is divide the oz by the number, $ 2.00 / 8 = 0.25
$ 2.64 / 12 = 0.22 and $ 3.20 / 16 = 0.2. So the correct answer would be, 8 oz for $2.00.

Answer 2

Answer:

Option C is the correct choice.

Step-by-step explanation:

We have been given that a grocery store sells crackers in three box sizes.

To find the best buy, we will find the cost of per ounce crackers for each box.

$\text{The price per oz for option A}=\frac{\ 2}{8\text{ oz}}$

$\text{The price per oz for option A}=\frac{\ 0.25}{\text{ oz}}$

Therefore, the option A offers $0.25 for per oz of crackers.

$\text{The price per oz for option B}=\frac{\ 2.64}{12\text{ oz}}$

$\text{The price per oz for option B}=\frac{\ 0.22}{\text{ oz}}$

Therefore, the option B offers $0.22 for per oz of crackers.

$\text{The price per oz for option C}=\frac{\ 3.20}{16\text{ oz}}$

$\text{The price per oz for option C}=\frac{\ 0.20}{\text{ oz}}$

Therefore, the option C offers $0.20 for per oz of crackers.

Since the price offered by option C is less than other two options, therefore, option C is the correct choice.