FM5002-HW8-3.28.12

Pr c1 pr c1 pr c1 1 and s 1 pr s 1 3 3 2 3 1 an d s 1

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Unformatted text preview: 8=3. S2 S2 . Similarly, 3 3 1 an d S 1 P T Pr S 1 P T S2 S2 Pr C1 1 an d S 1 Pr S 1 1 3 . 4 FM5002−HW8−3.28.12.nb 0048− . Let A an d B be events such that Pr[A | B] = 0.9, Pr[A] = 0.4, an d Pr[B] = 0.3. Fin d Pr[B | A]. 3 Pr A B Pr B 0.9 0.3 Pr A Pr B A 0.4 0.675. 0048− . Let A, B, an d C be events such that Odds[A] = 4/ 3, Pr[B | A] = 0.1, Pr[B | (not A)] = 0.2, Pr[C | (B and A)] = 0.6, an d Pr[C | (B 4 an d (not A))] = 0.2. Fin d Odds[A | (B an d C)]. The computation s are the same as in 0048 − 1. Odds A B Pr...
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This note was uploaded on 01/19/2014 for the course MATH 5002 taught by Professor Adams during the Spring '08 term at Minnesota.

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