1. Rates
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Find the cost per bottle for each package and compare the results.
9-pack for $ 4.50, see solution.
We want to determine which package costs the least per bottle. Let's start by summarizing all the information from the exercise in a table.
| Package | Price |
|---|---|
| 6 bottles | $3.79 |
| 9 bottles | $ 4.50 |
| 12 bottles | $6.89 |
a/b=.a / 6./.b / 6.
Use a calculator
a/a=1
Round to 2 decimal place(s)
| Package | Price | Rate | Unit Rate |
|---|---|---|---|
| 6 bottles | $3.79 | $ 3.79/6bottles | $ 3.79 ÷ 6/6bottles ÷ 6 ≈ $ 0.63/1bottle |
| 9 bottles | $ 4.50 | $ 4.50/9bottles | $ 4.50 ÷ 9/9bottles ÷ 9 = $ 0.50/1bottle |
| 12 bottles | $6.89 | $ 6.89/12bottles | $ 6.89 ÷ 12/12bottles ÷ 12 ≈ $ 0.57/1bottle |
Remember, the unit rate is the price per bottle.
| Package | Price | Unit Rate | Unit Price |
|---|---|---|---|
| 6 bottles | $3.79 | ≈ $ 0.63/1bottle | ≈ $ 0.63 per bottle |
| 9 bottles | $ 4.50 | $ 0.50/1bottle | $ 0.50per bottle |
| 12 bottles | $6.89 | ≈ $ 0.57/1bottle | ≈ $ 0.57 per bottle |
We can see that the 9-pack costs the least per bottle.