| Conditional Probability |
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| CATEGORIES ABOUT CONDITIONAL PROBABILITY | |
| probability theory | |
| logical fallacies | |
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Conditional probability is the Probability of some Event ''A'', given the occurrence of some other event ''B''. | ||
| :<math>P(AB) \ | \ P(A)</math> |
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| :<math>P(BA) \ | \ P(B)</math> |
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| If <math>B</math> Is An Event And <math>P(B) > 0</math>, Then The Function <math>Q</math> Defined By <math>Q(A) | P(AB)</math> for all events <math>A</math> is a Probability Measure |
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| If <math>P(B) | 0</math>, then <math>P(AB)</math> is left Undefined |
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