Attendance at the new public school
has increased 15%. If the current
population is 359 students, how
many students were enrolled the year
before?​

edit: nvm got the answer

Respuesta :

Answer:

312 students

Step-by-step explanation:

In this problem, we are told that the current population of students in the public school is

n = 359

We can call

[tex]n_0[/tex] = the population of students the previous year

We know that the attendance has increased by 15% in the past year, so we can write

[tex]n=n_0 + \frac{15}{100}n_0[/tex]

where 15/100 represents the percentage of 15%.

The expression can be rewritten as

[tex]n=n_0 (1+0.15)[/tex]

And solving for n0, we find how many students were enrolled the year before:

[tex]n_0 = \frac{n}{1+0.15}=\frac{359}{1.15}=312[/tex]