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4 daughters and 3 sons!!!!!!!!!!!

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Q: How many brothers and sisters are there in a family in which each boy has as many sisters as brothers but each of the girls has twice as many brothers as sisters?

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There are two boys and two girls. It is very confusing as some words are misspelled. Same about of brothers and sisters. Brother has twice as many sisters as brothers. 1 boy (one brother) 2 girls (twice as many sisters) 4 children in total.

4 boys, 3 girls

One sister, two brothers

This is a logic puzzle. YOU are part of the puzzle, so you have equal brothers and sisters. Your brothers have twice as many sisters (meaning you) as they have brothers. So if you have one brother and one sister, they are equal. But if your brother has two sisters, he has twice as many sisters as brothers, right? It doesn't say that he HAS brothers, just that he has twice as many sisters as brothers. So you have a brother and a sister, but your brother has two sisters. Three kids, two girls and one boy.

2 boys, one girl

The pronouns in this question (I and you) are hopelessly confused and, strictly speaking, it is impossible to give a sensible answer. There are 7 children in the family.

This family has 4 daughters and 3 sons. Every son has 4 sisters and 2 brothers and Every daughter has 3 brothers and 3 sisters.

this is a classic riddle. but you say each BOY in this family or each BROTHER in this family? but i think there's 1 bro 1 sis,

let the no. of brothers be 'x' then twice as many sisters as brothers means 2(x) = 2x its as simple as that!

This family has 4 girls and 3 boys. Here is how to get the answer: Assume the family has X girls and Y boys, according to the question, we can come up with 2 equations: X-1=Y, 2(Y-2)=X. Solve the equations, we get X=4, Y=3.

One brother, two sisters ( if you're the second brother)

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