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(f) (2 points) By taking probabilities, part (e) implies m P(ISMed - M| Z E) (f) (2 points) By taking probabilities, part (e) implies 21)

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(f) (2 points) By taking probabilities, part (e) implies m P(ISMed - M| Z E)

(f) (2 points) By taking probabilities, part (e) implies 21) Med 2 e) P P(IS If we combine this fact with the result of (d), we can show that l) E (Z-E[Zi]) P(IS

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