THERE ARE TWO MORE BOYS THAN GILS HOW MANY BOYS AND HOW MANY GIRLS ARE IN THE CLASS
-
Let Y be the number of girls, X be the number of boys.
Then,
X = Y + 2 (equation 1 from your given "there are two more boys than girls")
X + Y = 24 (equation 2 from your given "there are 24 students in class")
Substituting equation 1 into 2,
(Y+2) + Y = 24
2Y + 2 = 24
2Y=22
Y=11 (There are 11 girls in the class.)
Now for the number of boys,
X=Y+2
Since Y=11,
X = 11 + 2
X = 13 (There are 13 boys in the class.)
Then,
X = Y + 2 (equation 1 from your given "there are two more boys than girls")
X + Y = 24 (equation 2 from your given "there are 24 students in class")
Substituting equation 1 into 2,
(Y+2) + Y = 24
2Y + 2 = 24
2Y=22
Y=11 (There are 11 girls in the class.)
Now for the number of boys,
X=Y+2
Since Y=11,
X = 11 + 2
X = 13 (There are 13 boys in the class.)
-
13 boys and 11 girls! (:
-
13 and 11.
-
13 and 11