Tabellen der kumulierten Binomial-Verteilung und der Standard ...

P ( Z z 0 )
= ( z 0 )
( z )
0
0
z 0
( z )
z 0
P ( Z > z 0 )
z
z
( z )
P ( Z 1,46 ) = (1,46 ) = 0,9279
0
1
z
P ( Z z 0 )
= ( z 0 )
P ( Z > 1,46 ) = 1 – P ( Z 1,46 )
P ( Z > 1,46 ) = 1 – ( 1,46 ) = 0,0721
P ( Z – z 0 )
= ( – z 0 )
– z 0
0
( z )
z
( z )
0
1
z
P ( Z z 0 )
= ( z 0 )
P ( Z – 1,46 ) = 1 – P ( Z 1,46 )
– z 1
( – 1,46 ) = 1 – ( 1,46 ) = 0,0721
( z )
0
P ( – z 1 Z z 2 )
z 2
z
P ( Z z 2 )
= ( z 2 )
0
( z )
z 2
z
P ( Z z1 ) = ( z1 )
P ( – 1,46 Z 1,46 ) = P ( Z 1,46 ) – P ( Z – 1,46 )
P ( – 1,46 Z 1,46 ) = ( 1,46 ) – ( – 1,46 )
= 0,9279 – 0,0721 = 0,8558
– z 1
0
0
0
( z )
z 0
( z )
( z )
z 0
z
u
u
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