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A manufacturing plant that employs 50 workers produces roughly 100 cell phones in an hour. At this plant, there are faulty cell phones (failures) created independently at a rate of approximately 2 per hour. Compute the probability of exactly 2 failures in the first hour. O .8315 O 1 O .5412 O .2706 (answer) A manufacturing plant that employs 50 workers produces roughly 100 cell phones in an hour. At this plant, there are faulty cell phones (failures) created independently at a rate of approximately 2 per hour. Compute the probability of less than 1 faulty cell phone (failure) is created in two hours. O .2706 O .4060 .0733 O .0183 (answer)

A manufacturing plant that employs 50 workers produces roughly 100 cell phones in an hour. At this plant, there are faulty cell phones (failures) created independently at a rate of approximately 2 per hour. Compute the probability of exactly 2 failures in the first hour. O .8315 O 1 O .5412 O .2706 (answer) A manufacturing plant that employs 50 workers produces roughly 100 cell phones in an hour. At this plant, there are faulty cell phones (failures) created independently at a rate of approximately 2 per hour. Compute the probability of less than 1 faulty cell phone (failure) is created in two hours. O .2706 O .4060 .0733 O .0183 (answer)

MATLAB: An Introduction with Applications
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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I have the answers to these but i need help with the process thank you

--- ### Problem 1 A manufacturing plant that employs 50 workers produces roughly 100 cell phones in an hour. At this plant, there are faulty cell phones (failures) created independently at a rate of approximately 2 per hour. Compute the probability of exactly 2 failures in the first hour. - ○ 0.8315 - ○ 1 - ○ 0.5412 - ○ 0.2706 (answer) ### Problem 2 A manufacturing plant that employs 50 workers produces roughly 100 cell phones in an hour. At this plant, there are faulty cell phones (failures) created independently at a rate of approximately 2 per hour. Compute the probability of less than 1 faulty cell phone (failure) is created in two hours. - ○ 0.2706 - ○ 0.4060 - ○ 0.0733 - ○ 0.0183 (answer) --- #### Explanation: These problems involve computing probabilities based on a Poisson distribution, where events happen at a constant rate independently of the last event. In Problem 1, the interest is in finding the probability of a specific number of failures (exactly 2) occurring in a specific period (1 hour). In Problem 2, the focus is on determining the likelihood of an occurrence of less than 1 failure over a different time span (2 hours).
Transcribed Image Text:--- ### Problem 1 A manufacturing plant that employs 50 workers produces roughly 100 cell phones in an hour. At this plant, there are faulty cell phones (failures) created independently at a rate of approximately 2 per hour. Compute the probability of exactly 2 failures in the first hour. - ○ 0.8315 - ○ 1 - ○ 0.5412 - ○ 0.2706 (answer) ### Problem 2 A manufacturing plant that employs 50 workers produces roughly 100 cell phones in an hour. At this plant, there are faulty cell phones (failures) created independently at a rate of approximately 2 per hour. Compute the probability of less than 1 faulty cell phone (failure) is created in two hours. - ○ 0.2706 - ○ 0.4060 - ○ 0.0733 - ○ 0.0183 (answer) --- #### Explanation: These problems involve computing probabilities based on a Poisson distribution, where events happen at a constant rate independently of the last event. In Problem 1, the interest is in finding the probability of a specific number of failures (exactly 2) occurring in a specific period (1 hour). In Problem 2, the focus is on determining the likelihood of an occurrence of less than 1 failure over a different time span (2 hours).
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