181k views
1 vote
I'll send picture of the graph a paper mill determined that it can produce 60 cases of paper from 16 trees

I'll send picture of the graph a paper mill determined that it can produce 60 cases-example-1
I'll send picture of the graph a paper mill determined that it can produce 60 cases-example-1
I'll send picture of the graph a paper mill determined that it can produce 60 cases-example-2
I'll send picture of the graph a paper mill determined that it can produce 60 cases-example-3
User Kirill K
by
6.8k points

1 Answer

5 votes

Ok I think I got it

Proportions

Two variables x and k are said to be proportional if the relationship between them is:

k = m.x

Where m is the constant of proportionality

We know a paper mill determined that it can produce 60 cases of paper from 16 trees.

Let's call

k = cases of paper

x = number of trees

The independent variable is x and the dependent variable is k. We write the relationship as:

k(x) = m.x

Let's use the provided data to find the value of m:

k(16) = 60

Thus:

60 = m(16)

Solving for m:

m = 60/16 = 3.75

The function is:

k(x) = 3.75 x

We are required to find

k(0) = 3.75 (0) = 0

Obviously, if no trees are used, no cases are produced.

k(10) = 3.75 (10) = 37.5

k(22)= 3.75 (22) = 82.5

k(120) = 3.75 (120) = 450

You can fill and complete the required fields now

The answer is complete

Did you understand the explanation?

You are very welcome!

Feel free to let me know how I did by rating our session once you close it

Have a great rest of your day!

please remember after our session is closed, the answer is saved in your profile

User Midnight
by
6.2k points
Welcome to QAmmunity.org, where you can ask questions and receive answers from other members of our community.