Q:

Tossing a die one time, let A be the event that an odd number occurs, B that a prime number occurs

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Tossing a die one time, let A be the event that an odd number occurs, B that a prime number occurs, find A∩B.

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n(S)=(6)^1=6
S={1,2,3,4,5,6}
A={1,3,5}
B={2,3,5}
Then  
A∩B={3,5} is the event that an odd prime number occur.

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