Consider each of the following relationships. which school shows the greatest rate of change between male and female students?

*in school a, the ratio of male students to female students is 4: 1.
*in school b, the relationship between the number of male students, y, and the number of female students, x, is given by the equation y=4/3x.
*in school c, the number of male and female students are as shown in the table.

female students male students
280 1260

School C

Step-by-step explanation:

Let

y = number of male students

x = number of female students.

School A:

If the ratio of male students to female students is 4:1, then

School B:

If the relationship between y and x is given by the equation then

School C:

The number of male and female students are as shown in the table:

Then

x = 280

y = 1,260

and

The greatest rate of change is at school C, because 4.5 is the greatest number

Step-by-step explanation:

Givens

The ratio of male students to female students is 4:1. This means there's one female student per every 4 male students.

The ratio shown here is

The relationshop between male students and female students is

Which is a linear function, and the ratio of change is always the coefficient of the independent variable

The number of males and females are shown in the table below

Female    Male

  280       1260

To find the ratio, we just need to divide:

Therefore, the greatest ratio between male and female students is shown by School C.

19

step-by-step explanation:

you can first factor out the n to get n(1+5). we know that 1+5 is 6, so we just have 6n.