4 Conditional probability and Independencs
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9 Terms
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Conditional probability of b given event a
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1 − P(Bc | A),
P(b|a)
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P(C ∪ B | A)
= P(C | A) + P(B | A) − P(C ∩ B | A
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P(C ∩ B ∩ A) with conditional probability
P(C | B ∩ A) × P(B | A) × P(A).
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What is a finite sequence of evenets (Ai) ^n I=1
partition
of Ω if (Ai)ni=1 are disjoint and Ω = Uni=1 Ai
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Law of total probability
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Byes rule
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When are 2 events independent
P(A nB) = P(A) x P(B)
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When do we call a finite sequence of events independent
