There are 6 girls and 24 boys.
Algebraic solution:
Let G = number of girls, B= number of boys
G+B = 30
B = 4G
Substitute to form G + 4G = 30
5G = 30
G = 6
B = 4G = 4 x 6 = 24
If there are four times as many boys as girls, then the ratio of boys to girls is 4:1. To find the number of girls, divide the total number of children by the sum of the parts of the ratio, which is 4+1. So, there would be 30/5 = 6 girls in the group.
let boys = B and girls = GB +G =120;2G = B;3G = 120;G = 40 and B = 80
If there are 55 children in the classroom then it is not possible for 61 of them ti be girls!
if there are only 8 MORE boys then girls then there are: 14 girls and 22 boysif there are 8 TIMES more boys than girls then there are: 32 boys and 4 girls
The ratio is 3:1.
This is what I got: 18C3 * 7C2 + 18C4 * 7C1 + 18C5 * 7C0 = 47,124 Is this right?
51 girls, 29 boys
There are 40 girls.
C = childrenB = boysG = girlsB = 3G3G + G = C4G = 60G = 15B = 45
This means that for every girl there are two boys - so in a group of three, two will be boys and one a girl 45 ÷ 3 = 15 So, there are 15 girls and 30 boys.
This means that for every girl there are two boys - so in a group of three, two will be boys and one a girl 45 ÷ 3 = 15 So, there are 15 girls and 30 boys
The names of the [boys][children] Niños means boys but it could mean a group of children composed of both boys and girls. Niñas means girls.
90
72 girls and 18 boys for a total of 90.
A group of boys is called a stampede.
let boys = B and girls = GB +G =120;2G = B;3G = 120;G = 40 and B = 80
they may be girls and boys
15 girls and 93 boys?? sorry... i have no clue!