An company tracks their workplace accidents. They determine that each month, the probability of no workplace accidents is 0.80 and the probability of one or more workplace accidents in a month is 0.2. After the 3rd month with at leaset one workplace accident, the company will conduct mandatory safety training. Hint: In this scenario, a month with an accident is a “success” and accident free months are “failures”. The distribution for the variable of the number of accident free months before the third month with an accident.Determine the expected number of months between trainings (i.e. determine the expected value of the distribution)Determine the probability that the company will conduct training sometime between and including 11 and 13 months.

Name: An company tracks their workplace accidents. They determine that each
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Description: An company tracks their workplace accidents. They determine that each month, the probability of no workplace accidents is 0.80 and the probability of one or more workplace accidents in a month is 0.2. After the 3rd month with at leaset one workplace

Given data Probability of no workplace accidents(q) = 0.8 Probability of atleast one or more…

Answered: An company tracks their workplace…

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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An company tracks their workplace accidents. They determine that each month, the probability of no workplace accidents is 0.80 and the probability of one or more workplace accidents in a month is 0.2. After the 3rd month with at leaset one workplace accident, the company will conduct mandatory safety training. Hint: In this scenario, a month with an accident is a “success” and accident free months are “failures”. The distribution for the variable of the number of accident free months before the third month with an accident.
1. Determine the expected number of months between trainings (i.e. determine the expected value of the distribution)
2. Determine the probability that the company will conduct training sometime between and including 11 and 13 months.

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