One of the most important ways of classifying events in probability and statistics is to either call them dependent events or mutually exclusive events. To classify events as and eventually exclusive or independent we first try and check if these events can occur simultaneously and if they have ...
If P(A) = .46 and P(B) = .17 and P(A U B) = .63, then A and B are: (a) mutually exclusive (b) collectively exhaustive (c) statistically independent (d) mutually exclusive and collectively exhaustive (e) none of the above/can't be determined with info give Define Permutation....
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Mutually exclusive events are those which cannot occur concurrently, i.e. where the occurrence of one event results in non-occurrence of the other event. Such events cannot be true at the same time. Therefore, the happening of one event makes the happening of another event impossible. These a...