Answer :
In this problem,
we have a binomial probability distribution
n=50
X=4
p=10.8%=0.108
q=1-0.108=0.892
so
[tex]P(X=4)=\frac{50!}{4!(50-4)!}*0.108^4*0.892^{46}[/tex]In this problem,
we have a binomial probability distribution
n=50
X=4
p=10.8%=0.108
q=1-0.108=0.892
so
[tex]P(X=4)=\frac{50!}{4!(50-4)!}*0.108^4*0.892^{46}[/tex]