Consider the following Exercise. Calculate the corresponding confidence interval and describe the relationship between the hypothesis test and the confidence interval for each problem. In a wood cutting process to produce rulers, the variance of ruler’s height is set to be equal 2 cm at all times. If the variance of ruler’s height is not equal to 2 cm, the process will stop immediately. The height for a sample of 10 rulers produces by the process is given as follows: 100.23, 100.11, 100.42, 99.66, 99.68, 100.14, 100.33, 100.10, 99.50, 100.21 Can we stop the process at 0.1 significance level?
Consider the following Exercise. Calculate the corresponding confidence interval and describe the relationship between the hypothesis test and the confidence interval for each problem. In a wood cutting process to produce rulers, the variance of ruler’s height is set to be equal 2 cm at all times. If the variance of ruler’s height is not equal to 2 cm, the process will stop immediately. The height for a sample of 10 rulers produces by the process is given as follows: 100.23, 100.11, 100.42, 99.66, 99.68, 100.14, 100.33, 100.10, 99.50, 100.21 Can we stop the process at 0.1 significance level?
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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Consider the following Exercise. Calculate the corresponding confidence interval
and describe the relationship between the hypothesis test and the confidence
interval for each problem.
In a wood cutting process to produce rulers, the variance of ruler’s height
is set to be equal 2 cm at all times. If the variance of ruler’s height is not
equal to 2 cm, the process will stop immediately. The height for a sample
of 10 rulers produces by the process is given as follows:
100.23, 100.11, 100.42, 99.66, 99.68,
100.14, 100.33, 100.10, 99.50, 100.21
Can we stop the process at 0.1 significance level?
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