At Generic High School, in the year 2001, there were 20 students per every computer. In 2008, there were 4 students per computer. Write two ordered pairs to represent the ratio of student to computer. (Let x equal the number of years since 2000.)
To represent the ratio of students to computers, we can create two ordered pairs using the given information.
Let's use x as the number of years since 2000.
In 2001 (x = 1), there were 20 students per computer.
So, the first ordered pair is (1, 20).
In 2008 (x = 8), there were 4 students per computer.
Thus, the second ordered pair is (8, 4).
Therefore, the two ordered pairs to represent the ratio of student to computer are (1, 20) and (8, 4).
To write two ordered pairs to represent the ratio of students to computers, we need to determine the number of students per computer in two different years.
Let's start with the year 2001. Given that there were 20 students per computer, we can calculate the ratio as follows:
Number of students / Number of computers = 20 / 1
Since x represents the number of years since 2000, for the year 2001, x would equal 1. Therefore, the ordered pair would be (1, 20).
Now, let's calculate the ratio for the year 2008. Given that there were 4 students per computer, the ratio would be:
Number of students / Number of computers = 4 / 1
For the year 2008, x would be 8 since 8 years have passed since 2000. Therefore, the second ordered pair would be (8, 4).
To summarize, the two ordered pairs representing the ratio of students to computers are (1, 20) and (8, 4).
ordered pairs of the form (#of students, #computers)
(20,1) , (4,1) <----- two ordered pairs to represent the ratio of student to computer as asked for
You might want to re-word your question so that "time" enters the picture