1.全完按定理:
P(A￣B￣C)=P(C)-P(A￣B￣)￣
P(A￣B￣)￣=1-P(A￣B)-P(AB￣)-P(AB)
P(A￣B)=P(B)-P(AB)
P(AB￣)=P(A)-P(AB)
A￣B￣∪C=P(A￣B￣)+P(C)-P(A￣B￣C)
自己代入數(shù)據(jù)計算吧
2.A、B互不相容,所以A屬于B￣,故AB￣=A,所以P（AB￣）=P(A)
3.P(AB￣)=P(A)-P(AB)
(13/15)*(12/14)*(11/13) X=0
P(X)= (2/15)*(13/14)*(12/13)+(13/15)*(2/14)*(12/13)+(13/15)*(12/14)*
(2/13) X=1
(13/15)*(2/14)*(1/13)+(2/15)*(13/14)*(1/13)+(2/15)*(1/14)*1 X=2
由于@=5/9(T-32),故T=(9@+160)/5
由于T~N(98.2,2),所以(T-98.2)/根號2~N(0,1),將T用@代入,得
(9/5@+32-98.2)/根號2=(9/5@-66.2)/根號2=9/5(@-331/9)/根號2=(@-331/9)/根號(50/81)~N(0,1),所以@~N(331/9,50/81)