Теория вероятностей и математическая статистика. Фарафонов В.Г - 18 стр.

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
     A

       
   A  




088
1 5 11 11
.=×=
A
mCCC

A
533
2 5 11 11
.=×=
A
mCCC
     
A
833
1 2 11 11 11
2,= + = + =×
AAA
mmmCCC

83
11 11
.=CC
B


B




26
1 5 11
.=×
B
mCC
   
35
2 5 11
=×
B
mCC
    
    B 

26 35 35
1 2 5 11 5 11 5 11
2,= + = × + × =× ×
BBB
m m m CC CC CC
 
2365
5 5 11 11
,.==CCCC
A B
пример 2.7.




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