A. Number of girls = [tex]$2 b+13$[/tex] .
B. Number of boys = b & Number of girls = [tex]$2 b+13$[/tex]
C. Number of girls = 55 & Number of boys = 21.
Step-by-step explanation:
Part A:
We have total 76 students in Breezewood Middle School chorus where number of girls in the chorus is 13 more than twice the number of boys , let b represents the number of boys so , Number of girls = [tex]$2 b+13$[/tex] .
Part B:
From part A we have, Number of boys = b & Number of girls = [tex]$2 b+13$[/tex] and total 76 students in Breezewood Middle School chorus.
Part C:
According to Question,
total number of students = Number of girls + Number of boys
[tex]\begin{array}{c}76=2 b+13+b \\63=3 b\end{array}[/tex]
[tex]b=21[/tex] is number of boys.
Now, Number of girls = [tex]2 b+13=2 \times 21+13=55[/tex].
∴ Number of girls = 55 & Number of boys = 21.