. Suppose 2 doctors A and B test all patients coming into a clinic for Syphilis. Let A+ = {doctor A makes a positive diagnosis) and B+ = (doctor B makes a positive diagnosis). Suppose doctor A diagnoses 10% of all patients as positive, doctor B diagnoses 17% of all patients as positive and both doctors diagnose 8% of all patients as positive. i) Find the conditional probability that doctor B makes a positive diagnosis given that doctor A makes a positive diagnosis. ii) What is the conditional probability that doctor B makes a positive diagnosis of Syphilis given doctor A makes a negative diagnosis. ii) Suppose that a balanced die is tossed once. Find the probability of a 1, given that an odd number was obtained.

. Suppose 2 doctors A and B test all patients coming into a clinic for Syphilis. Let A+ = {doctor A makes a positive diagnosis) and B+ = (doctor B makes a positive diagnosis). Suppose doctor A diagnoses 10% of all patients as positive, doctor B diagnoses 17% of all patients as positive and both doctors diagnose 8% of all patients as positive. i) Find the conditional probability that doctor B makes a positive diagnosis given that doctor A makes a positive diagnosis. ii) What is the conditional probability that doctor B makes a positive diagnosis of Syphilis given doctor A makes a negative diagnosis. ii) Suppose that a balanced die is tossed once. Find the probability of a 1, given that an odd number was obtained.

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Description: . Suppose 2 doctors A and B test all patients coming into a clinic for Syphilis. Let A+ ={doctor A makes a positive diagnosis) and B+ = (doctor B makes a positivediagnosis). Suppose doctor A diagnoses 10% of all patients as positive, doctor Bdiagnos

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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