07 End Bayes Exam

07 End Bayes Exam - Today Finish Bayes Theorem Test Monday...

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3/26/10 Today Finish Bayes Theorem Next week Test Monday 50 minutes Open book, open notes
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3/26/10 Example 2 Your birthday is coming up, and you are afraid that your wife might be planning a surprise party for you. In the past she has thrown you a surprise party on 10% of your birthdays. However, you know that if she is going to throw a party, there is an 80% she won’t make eye contact with you the day before. If she is not going to throw a party, there is only a 30% chance of no eye contact.
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3/26/10 Probability Tree for Ex.2 P(S) = .1 P(S’) = .9 P(Ec| S’) =.7 P(Ec’| S’) =.3 P(Ec| S) =.2 P(Ec’| S) =.8 Given P(Ec’|S) = 0.8 in the problem description. Since Ec and Ec‘ are exhaustive and by definition M.E., P(Ec|S) = 1 - P(Ec’|S)
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3/26/10 Example 2 Answer the following questions: a) Two days before, what is your estimate of the probability of the surprise party? Answer: Since you have not yet “read her eyes” the day before the party, you must go on past data and guess that the chances are 10% b) The day before, she does not make ) ' ( ) ' | ' ( ) ( ) | ' ( ) ( ) | ' ( ) ' ( ) ( ) | ' ( ) ' | ( S P S E P S P S E P S P S E P E P S P S E P E S P c c c c c c + = =
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3/26/10 Probability Tree for Ex.2 P(S) = .1 P(S’) = .9 P(Ec| S’) =.7 P(Ec’| S’) =.3 P(Ec|
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This note was uploaded on 03/26/2010 for the course IE 111 taught by Professor Storer during the Spring '07 term at Lehigh University .

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07 End Bayes Exam - Today Finish Bayes Theorem Test Monday...

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