- #1
Alexsandro
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Prove this questions using ration ideal in intuitive way.
Prove this implications and explain the results:
(a) A _|_ B => not A _|_ not B, onde _|_ means that events A and B are independent.
(b)[ P(A|C) >= P(B|C) ] and [ P(A|not C) >= P(B|not C) ] ==> P(A) > P(B)
Prove this implications and explain the results:
(a) A _|_ B => not A _|_ not B, onde _|_ means that events A and B are independent.
(b)[ P(A|C) >= P(B|C) ] and [ P(A|not C) >= P(B|not C) ] ==> P(A) > P(B)
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