Actual Problem: Sherlock Holmes is called in to investigate a missing document from the mayor's office. A look at her meeting calendar suggests that she meets with a local politician 15% of the time, her business partner 30% of the time, her assistant 50% of the time, and a local citizen 5% of the time. Sherlock Holmes conducts some interviews and estimates that whenever they meet: • there is a 5% chance the politician steals the document; • there is a 3% chance the business partner wants the document; • there is a 1% chance that the assistant misplaces the document; • there is a 5% chance that the local citizen accidentally takes the document. Who is most likely to have caused the missing document? Hint: define the events S {document is missing}, E; : each person i and then we need to find the person who has the largest conditional probability. Hint: you'll need to use Baye's rule. {meeting was with person i}. We are looking for P(E;| S) for
Actual Problem: Sherlock Holmes is called in to investigate a missing document from the mayor's office. A look at her meeting calendar suggests that she meets with a local politician 15% of the time, her business partner 30% of the time, her assistant 50% of the time, and a local citizen 5% of the time. Sherlock Holmes conducts some interviews and estimates that whenever they meet: • there is a 5% chance the politician steals the document; • there is a 3% chance the business partner wants the document; • there is a 1% chance that the assistant misplaces the document; • there is a 5% chance that the local citizen accidentally takes the document. Who is most likely to have caused the missing document? Hint: define the events S {document is missing}, E; : each person i and then we need to find the person who has the largest conditional probability. Hint: you'll need to use Baye's rule. {meeting was with person i}. We are looking for P(E;| S) for
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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