8. Suppose Pr(E | H) > Pr(E). When is Pr(H | E) > 1/2 then? Assume all conditional probabilities are well-defined. a. Always b. Just sometimes: when Pr(E) ≤ 1/2. c. Just sometimes: when Pr(H) ≥ 1/2. d. Never

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8. Suppose Pr(E | H) > Pr(E). When is Pr(H | E) > 1/2 then?
Assume all conditional probabilities are well-defined.
a. Always
b. Just sometimes: when Pr(E) ≤ 1/2.
c. Just sometimes: when Pr(H) ≥ 1/2.
d. Never
Transcribed Image Text:8. Suppose Pr(E | H) > Pr(E). When is Pr(H | E) > 1/2 then? Assume all conditional probabilities are well-defined. a. Always b. Just sometimes: when Pr(E) ≤ 1/2. c. Just sometimes: when Pr(H) ≥ 1/2. d. Never
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