Given evidence E and hypothesis H. The likelihood of sufficiency is computed as
A) the conditional probability of E being true given H is true divided by the conditional probability of E being true given H is false.
B) the conditional probability of E being true given H is true divided by the conditional probability of E being false given H is false.
C) the conditional probability of E being false given H is true divided by the conditional probability of E being true given H is false.
D) the conditional probability of E being false given H is true divided by the conditional probability of E being false given H is false.
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