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What is a 3 -child family's probability of having two boys given that at least one of their children is a boy?
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In three births, these are the possibilities: BBB BBG BGB BGG GBB GBG GGB GGG
so it would be 3/8?
If you know that one child is a boy, then you can eliminate GGG
There are 7 possibilities with at least one boy.
There are 4 cases of at least two boys out of 7 cases with at least one boy.
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one approach is to do a "map" equal chance for boy or girl = 1/2 1/2*1/2*1/2 = 1/8 so there are 8 possible outcomes
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