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For each brand, divide the costs by the corresponding number of pounds of fruit snacks.
Cheaper Brand: Brand B
How Much Less? 0.19 dollars per pound
We are asked to determine which of the two brands of fruit snacks costs less per pound.
Brand | Cost |
---|---|
Brand A | $16.20 for 15lb |
Brand B | $22.25 for 25lb |
To do so, we can divide each cost by the corresponding number of pounds of fruit snacks.
Brand | Cost | Cost per Pound |
---|---|---|
Brand A | $16.20 for 15lb | 16.20Ă· 15 |
Brand B | $22.25 for 25lb | 22.25Ă· 25 |
Now we need to calculate these expressions. Let's start with Brand A.
Before we divide this, let's make an estimation. The number 16.20 is close to 15, so we can make the following estimation. 15 Ă· 15=1 We found that 16.20 divided by 15 is about 1, so the first digit of the quotient will be in the ones place. We calculate the actual quotient by following four steps.
Then we will bring down the next digit and repeat the steps as needed until the remaining number is zero.Brand | Cost | Cost per Pound |
---|---|---|
Brand A | $16.20 for 15lb | 16.20Ă· 15=1.08 |
Brand B | $22.25 for 25lb | 22.25Ă· 25 |
Now let's repeat this process for Brand B.
Let's summarize our results.
Brand | Cost | Cost per Pound |
---|---|---|
Brand A | $16.20 for 15lb | 1.08 |
Brand B | $22.25 for 25lb | 0.89 |
We can see that Brand B's fruit snacks cost less per pound. To calculate how much less, we need to subtract Brand B's cost per pound from Brand A's cost per pound. 1.08- 0.89=0.19 We found that Brand B's fruit snacks cost 0.19 dollars less per pound than Brand A's snacks.