6ways.
represent boys as<.>
girls as</>
1=///.....
2=.///....
3=..///...
4=...///..
5=....///.
6=.....///
here may be the boys can arranged different ways.
5 boys arranged 5! = 120 ways.
In 120 times, each time added girls 6 ways like the above way.
so answer is 6*120 = 720 ways we can arrange.
6!*7p4
5g = 1b (5 girls for every 1 boy) Xg = 20b (unknown number of girls for every 20 boys.) It looks like the answer is as easy as multiplying 20 by 5, which equals 100. Why? Well if you actually had a bunch of girls and boys together, you would get 20 boys and ask that 5 girls go to each boy. Then imagine in your head how many girls there are around the 20 boys, even if you have to draw a picture.
80 boys and 30 girls
275 girls, 325 boys.
Let the number of girls be ( x ). Since there are three times as many boys as girls, the number of boys is ( 3x ). Together, the total number of children is ( x + 3x = 4x ). Setting this equal to 80 gives us ( 4x = 80 ), so ( x = 20 ). Therefore, there are 20 girls in the group.
6!*7p4
72 girls and 18 boys for a total of 90.
Yes, mainly because of prejudice that girls are better than boys or the opposite another reason is their pride
5g = 1b (5 girls for every 1 boy) Xg = 20b (unknown number of girls for every 20 boys.) It looks like the answer is as easy as multiplying 20 by 5, which equals 100. Why? Well if you actually had a bunch of girls and boys together, you would get 20 boys and ask that 5 girls go to each boy. Then imagine in your head how many girls there are around the 20 boys, even if you have to draw a picture.
80 boys and 30 girls
6 girls and 5 boys- 11 all together
There is 48 Girls and 51 boys
they are like 68677567584 girls and boys
275 girls, 325 boys.
4 boys, 2 girls.
5 boys 11111111111111 girls
Let the number of girls be ( x ). Since there are three times as many boys as girls, the number of boys is ( 3x ). Together, the total number of children is ( x + 3x = 4x ). Setting this equal to 80 gives us ( 4x = 80 ), so ( x = 20 ). Therefore, there are 20 girls in the group.