
In a family of 2 kids, at least 1 kid is a boy born on a Monday. Given this, what is the chance that both kids are boys?
19
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1/2
1/3
13/27
Other
(Similarly to other math problems of the same structure (dice, coins, etc..), you can assume that we selected said family at random among all families fulfilling the condition (2 kids, at least one of whom is a boy born on a Monday) and for simplicity, you can also assume that kids' sexes and days of week on which they were born are independent and equally likely to be any of the possibilities in general)
This question is managed and resolved by Manifold.
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