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If the number of damaged machines (X) has a binomial distribution with the probability of each machine being damaged p=0.20. If you have 5 machines running and P(X<4)=0.9933 and P(X<3)=0.9421, then

If the number of damaged machines (X) has a binomial distribution with the probability of each machine being damaged p=0.20. If you have 5 machines running and P(X<4)=0.9933 and P(X<3)=0.9421, then

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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If the number of damaged machines (X) has a binomial distribution with the probability of each machine being damaged p=0.20. If you have 5 machines running and P(X<4)=0.9933 and P(X<3)=0.9421, then 1. O P(X>3) = 0,0512 2. O P(X>3) = 0,0067 3. O Lainnya/other 4. O P(X>3) = 0,0579
Transcribed Image Text:If the number of damaged machines (X) has a binomial distribution with the probability of each machine being damaged p=0.20. If you have 5 machines running and P(X<4)=0.9933 and P(X<3)=0.9421, then 1. O P(X>3) = 0,0512 2. O P(X>3) = 0,0067 3. O Lainnya/other 4. O P(X>3) = 0,0579
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