in a family of 3 children find the probability of having at least one boy with
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probability of having at least 1 boy 2 by 3
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s(BBB,BBG,BGG,BGB,GGG,GBB,GBG,GGB) n(s)=8
A(BBB,BBG,BGG,BGB,GBB,GBG,GGB)n(A)=7
n(p)=8
n(a)=7.
A(BBB,BBG,BGG,BGB,GBB,GBG,GGB)n(A)=7
n(p)=8
n(a)=7.
MrRahulPurohit:
thanks bro
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