Question

Henry is buying orange juice to make
punch for a party. He can buy the juice
in 32-oz cartons for $2.56 each or 48-oz
cartons for $3.36 each. Which is the
better value? Explain.

Answer 1

Answer:

48-oz cartons for $3.36 each

Step-by-step explanation:

Hello, i think I can help you with this

to solve this you can find every unit price and then compare

the unit price is the amount that you pay by an unit of the product, in this case, the product is orange juice and the unit is oz (ounce),it can be calculated

$unit\ price=\frac{cost}{amount \ of\ product}$

Step 1

find the unit price for $2.56  for 32-0z carton

Let

cost:$ 2.56

Amount of product: 32 oz

Put the values into the equation

$unit\ price=\frac{cost}{amount \ of\ product}\\unit\ price=\frac{ 2.56d}{32\ oz}\\unit price=0.08 per oz$

unit price=$0.08 per oz

Step 2

find the unit price for $3.36  for 48-0z carton

Let

cost:$ 3.36

Amount of product: 48 oz

Put the values into the equation

$unit\ price=\frac{cost}{amount \ of\ product}\\unit\ price=\frac{ 3.36d}{48\ oz}\\unit price=0.07 per oz$

unit price=$0.07 per oz

Hence, the cheaper is the second option, 48-oz cartons for $3.36 each

Have a nice day

Answer 2

The better value is the 48 ounces orange juice for $3.36.  

What is rate?

Rate is the ratio between two related quantities in different units. Therefore, with the rate we can determine which of the buy is a better value.

He can buy the juice in 32-oz cartons for $2.56 each. Therefore,

• rate = 2.56 / 32 = 0.08 dollars per ounces

He can buy 48-oz cartons for $3.36 each. Therefore,

• rate = 3.36 / 2.56 = 0.07 dollars per ounces.

Therefore, the better value is the 48 ounces orange juice because the rate is cheaper.

learn more on rate here: https://brainly.com/question/11309942