Review Test Submission: Quiz2 (Unsolved)

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College Algebra & Trignometry

(1st Edition)

Book - Edition 1st Edition

Author(s) - Miller, Gerken

ISBN - 9780078035623

Publisher - McGraw Hill

Subject - Math

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Review Test Submission: Quiz2 (Unsolved)
Review Test Submission: Quiz2 (Solved)The Probability Mass Function, f(.), for the random variable X = {1, 2, 3, 4, 5} representing the number of daily computer’s failures is given as follows: What is the value of 𝑎?The probability of PCR COVID-19 test for a patient to be tested positive is equal 0.6. Assume the tested patients are independent. What is the probability that the 9th patient will be tested positive?The Probability Mass Function, f(.), for the random variable X = {1, 2, 3, 4, 5} representing the number of daily computer’s failures is given as follows: The Probability Mass Function, f(.), for the random variable X = {1, 2, 3, 4, 5} representing the number of daily computer’s failures is given as follows:Determine the Cumulative Distribution Function of: 𝐹(4) − 𝐹(2.1)The Probability Mass Function, f(.), for the random variable X = {1, 2, 3, 4, 5} representing the number of daily computer’s failures is given as follows:The probability of PCR COVID-19 test for a patient to be tested positive is equal 0.6. Assume that 10 persons have been tested. What is the probability that at least 3 persons will be tested positive?