Please explain more about Winning and Drawing in Question 4
Please explain both Winning and Drawing definition in this context.
In the sample space, are there any set rather than Winning and Drawing?
4 answers ( 0 marked as helpful)
Even numbers (2, 4, 6, ...) and prime numbers (1, 2, 3, ...) are not mutually exclusive.
Heads and Tails, I believe its sample space contains only Heads and Tails. That is why they are mutually exclusive and be complement for each other.
Black cards and Red cards, I didn't know if its sample space has any other color. They are of course multually exclusive. May be I overthink about other possible color lol.
but not really understand the sample speak of winning and drawing (I'm not native English).
Sample space* (typo)
In the sample space there's
- Winning
- Drawing
- Losing
So just winning and drawing do not account for all possible cases.
Thanks Klim