There are $n$ children in a family $P(boy)=P(girl)=1/2$.
$A$ = “The family has children of both genders”.
$B$ = “There is at most one girl in the family”.
For which values of $n$ the events $A$ and $B $ are independent?
There are $n$ children in a family $P(boy)=P(girl)=1/2$.
$A$ = “The family has children of both genders”.
$B$ = “There is at most one girl in the family”.
For which values of $n$ the events $A$ and $B $ are independent?