Assume that A and B are two events in the sample space such that Pr[A/B] is 2/3, Pr[B] is 1/4, and Pr[A] is 1/6.Applying the Bayesian reasoning calculate the probability Pr[B/A].
A)Pr[B/A]=0
B)Pr[B/A]=0.75
C)Pr[B/A]=1
D)Pr[B/A]=0.5

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The Answer of Assume that A and B are two events in the sample space such that Pr[A/B] is 2/3, Pr[B] is 1/4, and Pr[A] is 1/6.Applying the Bayesian reasoning calculate the probability Pr[B/A].
A)Pr[B/A]=0
B)Pr[B/A]=0.75
C)Pr[B/A]=1
D)Pr[B/A]=0.5

Assume That a and B Are Two Events in the Sample