Probability | Lecture # 7 | Classical / Priori | Relative Frequency Approach / Posteriori Definition
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Define Classical/Priori probability.
If an experiment consist of "n" mutually exclusive, equally likely and exhaustive outcomes out of which "m" are favourable of an event A then P(A) = m / n
Define relative Frequency/Posteriori probability.
If an experiment repeated a large number of times say "n" under uniform conditions and an event "A" occurs "m" times then
P(A) = m/n
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#StatisticsTutorials #EasyStatistics #QualityEducation #MuhammadUsmanStatistician #ICS #BS #BBA #BSCS #BSIT #MCOM #KnowledgeIsPower #QualityEducation
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..............................................................................................................................................
Define Classical/Priori probability.
If an experiment consist of "n" mutually exclusive, equally likely and exhaustive outcomes out of which "m" are favourable of an event A then P(A) = m / n
Define relative Frequency/Posteriori probability.
If an experiment repeated a large number of times say "n" under uniform conditions and an event "A" occurs "m" times then
P(A) = m/n
..............................................................................................................................................
#StatisticsTutorials #EasyStatistics #QualityEducation #MuhammadUsmanStatistician #ICS #BS #BBA #BSCS #BSIT #MCOM #KnowledgeIsPower #QualityEducation
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3 سال پیش
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