In a trial, the judge is 65% sure that Susan has committed a crime. Julie and Robert are two witnesses who know whether Susan is innocent or guilty. However, Robert is Susans friend and will lie with probability 0.25 if Susan is guilty. He will tell the truth if she is innocent. Julie is Susans enemy and will lie with probability 0.30 if Susan is innocent. She will tell the truth if Susan is guilty. What is the probability that Susan is guilty if Robert and Julie give conflicting testimony?
Week 2 Chapter 2 Graphs Frequency distribution- organization of raw data into a table with classes and frequency counts Categorical- uses defined classes Quantitative- create classes o Grouped frequency distribution Categorical Distribution Tables- Pets Total Percentage Dogs 75 75 Cats 15 15 Fish 10 10 Pie Chart Sales 1st Qtr 2nd Qtr 3rd Qtr 4th Qtr Shows singl
