Number of cases ordered Number of rolls of paper towels
1 12
3 36
5 60
10 120
A restaurant is placing an order for paper towels. The data table shows the amount of paper towel rolls compared to the number of cases. At which ratio in the data table does the constant of proportionality appear? Write your answer as an ordered pair.
heyo!! i gots the answers!! c:
(u musts add commas (withs the spaces) or it wonts works!! D:)
1; 1, 12
2; 1, 35
3; 1, 1/2
4; 1
5; 1
its justs a practice anyways tho :/
its wrong
Heeeeeeeeeeeeelp
you space it after the comma!
I can vouch for pickle reborn on the first one, 1,12 is right, but for some reason the website can only say its correct when it have a space like how pickle reborn wrote it. I won't provide any more answer but this is fairly easy
How do u space it?
To determine the ratio that represents the constant of proportionality in the data table, we need to look for a consistent ratio between the number of cases ordered and the number of rolls of paper towels.
Let's calculate the ratios for each row in the data table:
For the first row:
Number of cases ordered: 1
Number of rolls of paper towels: 12
Ratio: 12/1 = 12
For the second row:
Number of cases ordered: 3
Number of rolls of paper towels: 36
Ratio: 36/3 = 12
For the third row:
Number of cases ordered: 5
Number of rolls of paper towels: 60
Ratio: 60/5 = 12
For the fourth row:
Number of cases ordered: 10
Number of rolls of paper towels: 120
Ratio: 120/10 = 12
As we can see, the ratio between the number of cases ordered and the number of rolls of paper towels is consistently 12 in every row. Therefore, the constant of proportionality in this data table is 12.
So, the answer, written as an ordered pair, is (12, 1).