- #1
Philip Wong
- 95
- 0
Hi guys,
I'm learning about partition sets of the sample space.
I understand that events form a partition of Ω when:
1) events are mutually exclusive from each other
2) union of events adds up to Ω
My question is: how do can I determine if the events are mutually exclusive to each other, when the probability for any events are not given, AND were not explicitly determined.
for example:
A∪B∪C = D
How can I determined if the above example are mutually exclusive from each other, such that I could determine whether A∪B∪C forms a partition of D.
thanks
I'm learning about partition sets of the sample space.
I understand that events form a partition of Ω when:
1) events are mutually exclusive from each other
2) union of events adds up to Ω
My question is: how do can I determine if the events are mutually exclusive to each other, when the probability for any events are not given, AND were not explicitly determined.
for example:
A∪B∪C = D
How can I determined if the above example are mutually exclusive from each other, such that I could determine whether A∪B∪C forms a partition of D.
thanks