Problem 1A sample of 10 different parts are tested using a low temperature level and another sample of 10parts is also tested using a high temperature level. The random variable of interest is theshrinkage that occurred in the units, measured in percentage. Assume that the data sets followthe nomal distribution. The results are as follows:Low Temperature High Temperature21.220.917.917.618.315.916.517.819.820.320.521.316.118.716.417.2s = 0.970920.819.721.520.3a) Compare the variances of the temperatures using a hypothesis test with a significance level of0.02. Set up the appropriate hypotheses test to check if there is a difference between thevariancesb) Compute a 98% two-sided confidence interval on the appropriate parameter to check if thereis a difference between the variancesc) Does temperature have an effect on shrinkage? Perform a hypothesis test to prove if there isany difference in the mean shrinkage, considering the conclusion from part a). Use a significancelevel of 0.02d) Compute a 98% two-sided confidence interval on the appropriate parameter to prove if thereis any difference in the mean shrinkage.

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Answered: Problem 1 A sample of 10 different…

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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