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the first outcome is one of X and Y the second outcome is one of A and B if the first outcome is X, and one of A, B, and C if the first outcome is Y. Pr[X]=0.4Pr[X]=0.4Pr[Y]=0.6Pr[Y]=0.6Pr[A|X]=0.5Pr[A|X]=0.5Pr[B|X]=0.5Pr[B|X]=0.5Pr[A|Y]=0.3Pr[A|Y]=0.3Pr[B|Y]=0.2Pr[B|Y]=0.2Pr[C|Y]=0.5 (1) Pr[A]= (2) Pr[X|A]=Pr[X|A]=  (3) Pr[Y|B]= (4) Pr[B|Y]=

the first outcome is one of X and Y the second outcome is one of A and B if the first outcome is X, and one of A, B, and C if the first outcome is Y. Pr[X]=0.4Pr[X]=0.4Pr[Y]=0.6Pr[Y]=0.6Pr[A|X]=0.5Pr[A|X]=0.5Pr[B|X]=0.5Pr[B|X]=0.5Pr[A|Y]=0.3Pr[A|Y]=0.3Pr[B|Y]=0.2Pr[B|Y]=0.2Pr[C|Y]=0.5 (1) Pr[A]= (2) Pr[X|A]=Pr[X|A]=  (3) Pr[Y|B]= (4) Pr[B|Y]=

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.3: The Natural Exponential Function
Problem 52E
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the first outcome is one of X and Y the second outcome is one of A and B if the first outcome is X, and one of A, B, and C if the first outcome is Y. 

Pr[X]=0.4Pr[X]=0.4
Pr[Y]=0.6Pr[Y]=0.6
Pr[A|X]=0.5Pr[A|X]=0.5
Pr[B|X]=0.5Pr[B|X]=0.5
Pr[A|Y]=0.3Pr[A|Y]=0.3
Pr[B|Y]=0.2Pr[B|Y]=0.2
Pr[C|Y]=0.5

(1) Pr[A]=

(2) Pr[X|A]=Pr[X|A]= 

(3) Pr[Y|B]=

(4) Pr[B|Y]=

 

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