Hi, I need some help foor this question. Please do not copy with chatgpt. Please write clear I need some explain. The chatgpt is not correct. Thanks! Rick and Morty accidentally created a highly contagious virus that is capable of killing the aliens on planet Zoinks in under a day. So far, only 8% of the population of Zoinks has been infected. Rick and Morty whipped up a test for the virus, but the test is not perfect: 90% of the time it correctly identifies a healthy alien as not having the virus, but 25% of the time it incorrectly identifies an infected alien as virus-free. One of the aliens on the planet is worried that they may have contracted the virus, so they takes 20 independent tests. Of these 20 tests, 6 indicate that they have the disease and the remaining 14 indicate that they do not. With this information, what is the probability that the alien actually has the virus? Please First use Bayes' formula, then for the conditional probability, and then need to use binomial distribution

Hi, I need some help foor this question. Please do not copy with chatgpt. Please write clear I need some explain. The chatgpt is not correct. Thanks! Rick and Morty accidentally created a highly contagious virus that is capable of killing the aliens on planet Zoinks in under a day. So far, only 8% of the population of Zoinks has been infected. Rick and Morty whipped up a test for the virus, but the test is not perfect: 90% of the time it correctly identifies a healthy alien as not having the virus, but 25% of the time it incorrectly identifies an infected alien as virus-free. One of the aliens on the planet is worried that they may have contracted the virus, so they takes 20 independent tests. Of these 20 tests, 6 indicate that they have the disease and the remaining 14 indicate that they do not. With this information, what is the probability that the alien actually has the virus? Please First use Bayes' formula, then for the conditional probability, and then need to use binomial distribution

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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Hi, I need some help foor this question. Please do not copy with chatgpt. Please write clear I need some explain. The chatgpt is not correct. Thanks!

Rick and Morty accidentally created a highly contagious virus that is capable of killing the aliens on planet Zoinks in under a day. So far, only 8% of the population of Zoinks has been infected. Rick and Morty whipped up a test for the virus, but the test is not perfect: 90% of the time it correctly identifies a healthy alien as not having the virus, but 25% of the time it incorrectly identifies an infected alien as virus-free. One of the aliens on the planet is worried that they may have contracted the virus, so they takes 20 independent tests. Of these 20 tests, 6 indicate that they have the disease and the remaining 14 indicate that they do not. With this information, what is the probability that the alien actually has the virus?

Please First use Bayes' formula, then for the conditional probability, and then need to use binomial distribution

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