In a simulation project, the time (in minutes) betweenarrivals of customers to a post office is to bemodelled. The team collected the arrival data of 200customers and arranged it to perform a x² goodness-of-fit test in the table below. They checked thehistogram of the data and thought that the distributionshould be Normal with the estimated mean valueT = 124 min and standard deviation s = 15.50min.Calculate and fill the missing entries in the table(Assume k = 8).IntervalE₁-00X <106.170 25.0031106.170 X 112.1 19.31 28112.1X118.026.002430.00 2830.003826.00 2819.00118.CX 124.C124.C < X < 129.9129.9 X135.8135.8 X141.830141.830 X∞OiThe test statistic is X=<= 18.7025.00 11X²The critical value is X3.03.df 12.37The p-value for the test is p-value =1.444.260.152.130.1512 2.580.137.84

It is given that The test statistic is χ20 = 18.70 Critical value is χ20.03,df = 12.37

Answered: The test statistic is x = 18.70 The…

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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The test statistic is x = 18.70 The critical value is X3.03,df 12.37 The p-value for the test is p-value =