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1. The mean and standard deviation of a process are known to be u = 200 and o = 10. Calculate specification limits that should contain at least 99% of the population assuming: a. Nothing is known about the distribution shape (Cheyshev). b. The distribution is unimodal (Camp-Meidell). c. The distribution is normal.

1. The mean and standard deviation of a process are known to be u = 200 and o = 10. Calculate specification limits that should contain at least 99% of the population assuming: a. Nothing is known about the distribution shape (Cheyshev). b. The distribution is unimodal (Camp-Meidell). c. The distribution is normal.

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
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Answer- 1(a) 300/100 (b) 267/133 (c) 226/174
= 1. The mean and standard deviation of a process are known to be μ = 200 and o specification limits that should contain at least 99% of the population assuming: a. Nothing is known about the distribution shape (Cheyshev). b. The distribution is unimodal (Camp-Meidell). c. The distribution is normal. 10. Calculate
Transcribed Image Text:= 1. The mean and standard deviation of a process are known to be μ = 200 and o specification limits that should contain at least 99% of the population assuming: a. Nothing is known about the distribution shape (Cheyshev). b. The distribution is unimodal (Camp-Meidell). c. The distribution is normal. 10. Calculate
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