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The ratio of girls to boys in this case would be 10:1

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What is the ratio of girls to boys if a class has 10 boys and 20 girls?

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What is the ratio of 5 boy and 10 girls?

Of the total 15 people 5 are boys and 10 are girls Boys are 5/15 = 1/3 Girls are 10/15 = 2/3 Ratio of boys to girls is 1 to 2


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In a tribe people favor boys much more than girls--For each couple if their first baby is a girl then they will continue to have babies until they get a boy--What is the female to male ratio?

In order to know the answer, you must assume a maximum number of children for each couple or you must assume that the liklehood of having either a boy or a girl is 50/50. Without these constraints then the question makes no sense as: Thus, first child is a boy, they stop. First child is a girl, they have another, if a boy then they stop. Total thus far is 1 - 0 , plus 1 - 1. ratio is 1 boy to 2 girls. But, if first two are girls then a boy, we now have 3 boys and 3 girls, ratio is 1 - 1. But if first three are girls then a boy, we now have a total of 4 boys and 6 girls, then we have 5 boys to 10 girls, then 6 boys to 15 girls and so on. But, if you assume that the odds of having a boy or a girl are evens, then First child is even money, if a boy, stop. First child is a girl, then have another, which by the laws of the 50 / 50 ratio would have to be a boy. So, if the village tribe consists of 100 couples, 50 will have a boy first and stop. 50 will have a girl first, followed by a boy. Total boys = 100, total girls = 50. ratio is 2 - 1.


What is the ratio to boys to girls in Florida college?

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At summer camp the ratio of boys to girls was 101. If there were 30 boys how many girls were there?

If the ratio of boys to girls at summer camp is 10:1, and there are 30 boys, you can set up the ratio equation: ( \frac{30}{g} = 10 ), where ( g ) is the number of girls. Solving for ( g ) gives ( g = \frac{30}{10} = 3 ). Therefore, there were 3 girls at the camp.