In a family of 3 children, calculate the probability of having at least one boy.
Here, a child can be either a boy (B) or a girl (G).
Thus, the sample space is
S = {(B, B, B), (B, B, G), (B, G, G), (G, G, G)
⸫ S = 4
The event at least one boy can be represented by,
E = {(B, B, B), (B, B, G), (B, G, G)}
⸫ P (E) = ![]()
Couldn't generate an explanation.
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