Three events A, B and C are such that P(B)=, P(C) = 10 and P(AUB)= 3 Given 5 3. that events A and B are independent, a) find P(A). b) determine whether the events A and C are mutually exclusive, given that P(C|A')=6

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Chapter1: Combinatorial Analysis
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No. 3

P(A'|B)=
and P(AUB')=
4.
Two events A and B are such that P(A)3D
P(A'| B):
4
where A' is the event that "A does not occur".
a)
Find P(B)
b)
SE
Are A and B independent events? Why?
Are A and B mutually exclusive events? Why?
c)
1.
P(C):
10
and P(AUB)=:
Given
%3D
Three events A, B and C are such that P(B)%3D
that events A and B are independent,
a)
find P(A).
b)
determine whether the events A and C are mutually exclusive, given that
P(C|A')==
9.
4.
The blood types of a group of students in Pusat Asasi are given as follows:
Blood
Турes
Gender
2.
3.
Transcribed Image Text:P(A'|B)= and P(AUB')= 4. Two events A and B are such that P(A)3D P(A'| B): 4 where A' is the event that "A does not occur". a) Find P(B) b) SE Are A and B independent events? Why? Are A and B mutually exclusive events? Why? c) 1. P(C): 10 and P(AUB)=: Given %3D Three events A, B and C are such that P(B)%3D that events A and B are independent, a) find P(A). b) determine whether the events A and C are mutually exclusive, given that P(C|A')== 9. 4. The blood types of a group of students in Pusat Asasi are given as follows: Blood Турes Gender 2. 3.
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