Probabilities are between 0 and 1. A probability of 0 means that an event occur or that it is for the event to occur. If it is unlikely that the event will occur, then the probability of that event is. If it is equally likely that the event will occur or that the event will not occur, then the probability is. If it is very likely that the event will occur, then the probability of that event is. If the event will definitely occur, then the probability of that event is. A sample space has probability when all of the possible outcomes of the sample space have probabilities.

closer to zero equal to one impossible real numbers one-half will not closer to one uniform equal

Question

Mathematics

Alvin Vaughan

14 September, 17:14

Probabilities are between 0 and 1. A probability of 0 means that an event occur or that it is for the event to occur. If it is unlikely that the event will occur, then the probability of that event is. If it is equally likely that the event will occur or that the event will not occur, then the probability is. If it is very likely that the event will occur, then the probability of that event is. If the event will definitely occur, then the probability of that event is. A sample space has probability when all of the possible outcomes of the sample space have probabilities.

closer to zero equal to one impossible real numbers one-half will not closer to one uniform equal

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Lee Baldwin · Answer 1

Lee Baldwin 14 September, 17:49

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Butterball · Answer 2

Probabilities are real numbers between 0 and 1. A probability of 0 means that an event will not occur or that it is impossible for the event to occur. If it is unlikely that the event will occur, then the probability of that event is closer to zero. If it is equally likely that the event will occur or that the event will not occur, then the probability is one-half. If it is very likely that an event will occur, then the probability of that event is closer to one. If the event will definitely occur, then the probability of that event is equal to one. A sample space has uniform probability when all of the possible outcomes of the sample space have equal probabilities.