If P(B A) P(B), show that P(B A) P(B) Add P(B A) to both sides of the given inequality and then use the result of Exercise 56 ...

PB A PB iff PB A PB A PB PB ...

If P(B|A) > P(B), show that P(B | A) < P(B). [Add P(B | A) to both

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If P(B|A) > P(B), show that P(Bʹ | A) < P(Bʹ). [Add P(Bʹ | A) to both sides of the given inequality and then use the result of Exercise 56.]

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Probability And Statistics For Engineering And The Sciences

ISBN: 9781305251809

9th Edition

Authors: Jay L. Devore

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Question Posted: Jan 27, 2017 10:42 AM

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If P(B|A) > P(B), show that P(B | A) < P(B). [Add P(B | A) to both

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