Which of the following statements best defines mutually exclusive events?
Two events are mutually exclusive if it is impossible for the two events to occur simultaneously.
Two events are mutually exclusive if the occurrence of one event has no effect on the probability of the other.
Two events are mutually exclusive if the intersection between the sample spaces of the two events is not empty.
Two events are mutually exclusive if the union of the sample spaces of the two events is not empty.
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I think B
Mutually exclusive means if one thing happens, the other can't.
If you pick a green marble, it can't be a white marble.
If you roll an odd number it can't be an even number.