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100%
(00:11)
correct 0%
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Doctors have devised a test for koronavirus that has the following property: For any person suffering from korona, there is a 90% chance of the test returning positive. For a person not suffering from korona, there is an 80% chance of the test returning negative. It is known that 10% of people who go for testing have korona. If a person who gets tested gets a +ve result for korona (as in, the test result says they have got korona), what is the probability that they actually have korona?
a. 7/10 b. 8/11 c. 1/3 d. 1/2 e. 1/4
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Doctors have devised a test for koronavirus that has the following property: For any person suffering from korona, there is a 90% chance of the test returning positive. For a person not suffering from korona, there is an 80% chance of the test returning negative. It is known that 10% of people who go for testing have korona. If a person who gets tested gets a +ve result for korona (as in, the test result says they have got korona), what is the probability that they actually have korona?
Still interested in this question? Check out the "Best Topics" block above for a better discussion on this exact question, as well as several more related questions.