Consider the following table of a joint probability distribution descripting the joint probabilities of two random variables (Cavity and Toothache): toothache - toothache vity 0.04 0.06 cavity 0.01 0.89 A) Based on this table compute the Probability of Cavity: = P(Cavity) B) what is conditional Probability having Cavity gevin the toothache: P(cavity toothache) C) P(-toothache)
Consider the following table of a joint probability distribution descripting the joint probabilities of two random variables (Cavity and Toothache): toothache - toothache vity 0.04 0.06 cavity 0.01 0.89 A) Based on this table compute the Probability of Cavity: = P(Cavity) B) what is conditional Probability having Cavity gevin the toothache: P(cavity toothache) C) P(-toothache)
Chapter8: Sequences, Series,and Probability
Section8.7: Probability
Problem 11ECP: A manufacturer has determined that a machine averages one faulty unit for every 500 it produces....
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Transcribed Image Text:Consider the following table of a
joint probability distribution
descripting the joint
probabilities of two random
variables (Cavity and
Toothache):
toothache
- toothache
vity
0.04
0.06
cavity
0.01
0.89
A) Based on this table compute
the Probability of Cavity:
= P(Cavity)
B) what is conditional
Probability having Cavity gevin
the toothache:
P(cavity toothache)
C) P(-toothache)
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