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When two events have no outcomes in common; mutually exclusive |
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Pictures that represent events as circles enclosed in a rectangle |
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Addition rule for disjoint events: If E and F are mutually exclusive events |
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The probability model that assigns probabilities of occurrence for each of the first digits |
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Addition rule for events that are not disjoint |
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P(E or F) = N(E or F)/N(S) |
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General addition rule for any two events E and F |
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P(E and F) = P(E) + P(F) - P(E and F) |
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If E represents any event and E^c represents the complement of E, then P(E^c) = 1 - P(E) |
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Any event E^c that is not an outcome E in the sample space S |
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