2 boys in 1 girl

For the sake of ease, I'm going to assume that you mean: if a kindred were to have four children, what is the quantity of having two girls and two boys. (Note: if you actually mean a tribe of four, you would have to offset edifice in the probability of single-parenthood and same-sex adoption since the parents would be enclosed in the total house size.) One could do this problem the long way by penning out all combinations of children and distinctive which one meets the criteria apt in the problem and which ones do not. All Possible Combos of 4 Children GGGG BGGG GBGG GGBG GGGB BBGG BGBG BGGB GBGB GBBG GGBB GBBB BGBB BBGB BBBG BBBB Each set that matches our criteria are in bold.

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What is the probability of getting 2 girls and 2 boys of 4 children

If the order is important, (2 girls then 2 boys): There's a 1/2 chance of any sex, so the probability is 1/16 (or 6.25%). But if it's evenhanded any order of 2 girls and 2 boys, point it's a contrasting outcome. The sought after consequence is 2 girls, 2 boys in any order. We can meet visual aspect for 2 girls, and change to Boolean values of 1 for little girl and 0 for boy.

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What is the probability that a family of 4 would have exactly 2 girls and 2 boys

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