A test has recently been developed for Swine flu (H1N1 virus) that can be given to travellers returning to the US from other countries. Like all medical tests, this test is not perfect. During one of the initial trials of the test, 1000 individuals from Mexico were tested. Of those tested, 10 had swine flu but tested negative (false negative), 60 had swine flu and tested positive, and 30 did not have swine flu but tested positive. The remaining 900 individuals did not have swine flu and tested negative. Vrite out the following probabilities and put your answer into the simpliest possible fraction: I. P(+ test|Flu)=[a] II. P(- test|Flu)=[b] III. P(+ test| no Flu)=[c] IV. P(- test|no Flu)=[d] fa tourist returning to the US from Mexico tests positive for swine flu, what is the probability that s/he actually has the virus?(put your answer into the simpliest fraction)[e]
A test has recently been developed for Swine flu (H1N1 virus) that can be given to travellers returning to the US from other countries. Like all medical tests, this test is not perfect. During one of the initial trials of the test, 1000 individuals from Mexico were tested. Of those tested, 10 had swine flu but tested negative (false negative), 60 had swine flu and tested positive, and 30 did not have swine flu but tested positive. The remaining 900 individuals did not have swine flu and tested negative. Vrite out the following probabilities and put your answer into the simpliest possible fraction: I. P(+ test|Flu)=[a] II. P(- test|Flu)=[b] III. P(+ test| no Flu)=[c] IV. P(- test|no Flu)=[d] fa tourist returning to the US from Mexico tests positive for swine flu, what is the probability that s/he actually has the virus?(put your answer into the simpliest fraction)[e]
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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![A test has recently been developed for Swine flu (H1N1 virus) that can be given to travellers returning to the US from other countries. Like all medical tests, this test is not
perfect. During one of the initial trials of the test, 1000 individuals from Mexico were tested. Of those tested, 10 had swine flu but tested negative (false negative), 60 had
swine flu and tested positive, and 30 did not have swine flu but tested positive. The remaining 900 individuals did not have swine flu and tested negative.
Write out the following probabilities and put your answer into the simpliest possible fraction:
I. P(+ test|Flu)=[a]
II. P(- test|Flu)=[b]
III. P(+ test| no Flu)=[c]
IV. P(- test|no Flu)=[d]
If a tourist returning to the US from Mexico tests positive for swine flu, what is the probability that s/he actually has the virus?(put your answer into the simpliest fraction)[e]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2ae3c598-5ca0-4a09-8f44-c28883b8b5eb%2Fe45e3abb-c825-472a-8a38-a642b807a67a%2F480a2w_processed.png&w=3840&q=75)
Transcribed Image Text:A test has recently been developed for Swine flu (H1N1 virus) that can be given to travellers returning to the US from other countries. Like all medical tests, this test is not
perfect. During one of the initial trials of the test, 1000 individuals from Mexico were tested. Of those tested, 10 had swine flu but tested negative (false negative), 60 had
swine flu and tested positive, and 30 did not have swine flu but tested positive. The remaining 900 individuals did not have swine flu and tested negative.
Write out the following probabilities and put your answer into the simpliest possible fraction:
I. P(+ test|Flu)=[a]
II. P(- test|Flu)=[b]
III. P(+ test| no Flu)=[c]
IV. P(- test|no Flu)=[d]
If a tourist returning to the US from Mexico tests positive for swine flu, what is the probability that s/he actually has the virus?(put your answer into the simpliest fraction)[e]
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