Use the contingency table to complete A) through D)
| EVENT A | EVENT B | |
| EVENT C | 29 | 29 |
| EVENT D | 2 | 15 |
| EVENT E | 24 | 1 |
DETERMINE THE probability
A) P(A/C)=
B) P(C/A)=
C) P(B/E)=
D) P(E/B)=
a)
P(A | C) = P( A and C) / P(C)
= 29 / (29 + 29)
= 0.5
b)
P( C | A) = P( C and A) / P(A)
= 29 / ( 29 + 2 + 24)
= 0.5273
c)
P(B | E) = P( B and E) / P(E)
= 1 / ( 24 + 1)
= 0.04
d)
P(E | B) = P( E and B) / P(B)
= 1 / ( 29 + 15 + 1)
= 0.0222
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