0.06% of the population is said to have a new disease. A test is developed to test for the disease. 93% of people without the disease will receive a negative test result. 97.5% of people with the disease will receive a positive test result. A random person who was tested for the disease is chosen. • What is the probability that the chosen person does not have the disease? P = Blank 1% • What is the probability that the chosen person does not have the disease and received a negative test result? P = Blank 2% • What is the probability that the chosen person does have the disease and received a negative test result? P = Blank 3% • If 1,000,000 people were given the test, how many of them would you expect to have the disease but receive a negative test result? Blank 4 Express your answers in percent with 4 decimal places.

0.06% of the population is said to have a new disease. A test is developed to test for the disease. 93% of people without the disease will receive a negative test result. 97.5% of people with the disease will receive a positive test result. A random person who was tested for the disease is chosen. • What is the probability that the chosen person does not have the disease? P = Blank 1% • What is the probability that the chosen person does not have the disease and received a negative test result? P = Blank 2% • What is the probability that the chosen person does have the disease and received a negative test result? P = Blank 3% • If 1,000,000 people were given the test, how many of them would you expect to have the disease but receive a negative test result? Blank 4 Express your answers in percent with 4 decimal places.

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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