? Compute the probabilities P(F&G) and P(B|G) from the given Bayes net: P(CIA)=0.2 P(C|~A)=0.2 P(A)=0. C A

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Compute the probabilities P(F&G) and P(B|G) from the given Bayes net: P(CIA)=0.2 P(C|~A)=0.2 P(A)=0. C A P(DIA&B)=0.2 P(D|~A&B)=0.1 P(D|A&~B)=0.2 P(D|~A&~B)=0.1 P(F|C&D)=0.4 P(F|~C&D)=0 P(F|C&~D)=0 P(F|~C&~D)=0.4 F D B G P(B)=0. E P(EIB)=0 P(E|~B)=0.4 P(G|D&E)=1 P(G|~D&E)=0 P(G|D&~E)=1 P(G|~D&~E)=0 Compute the probabilities P(F&G) and P(B|G) from the given Bayes net: P(CIA)=0.2 P(C|~A)=0.2 P(A)=0. C A P(DIA&B)=0.2 P(D|~A&B)=0.1 P(D|A&~B)=0.2 P(D|~A&~B)=0.1 P(F|C&D)=0.4 P(F|~C&D)=0 P(F|C&~D)=0 P(F|~C&~D)=0.4 F D B G P(B)=0. E P(EIB)=0 P(E|~B)=0.4 P(G|D&E)=1 P(G|~D&E)=0 P(G|D&~E)=1 P(G|~D&~E)=0

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1015 We are give PCA0 PCBJ 0 Therefore 1 0 0 1 here that PCE 04 ... View the full answer