Use software to test the null hypothesis of whether there is a relationship between the two classifications, A and B, of the 3 x 3 contingency table shown below. Test using a = 0.01.NOTE: You may do this by hand, but it will take a bit of time.B1 B2 B3 TotalA 54 61 56 171A2 72 57 69 198A3 75 63 76 214Total 201 181 201 583(a) x²(b) Find the degrees of freedom.(c) Find the critical value. x(d) The final conclusion isOA. There is not sufficient ev dence to reject the null hypothesis that there is no relationship between A and B.OB. We can reject the null hypothesis that A and B are not related and accept that there seems to be a relationship between A and B.出

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Description: Use software to test the null hypothesis of whether there is a relationship between the two classifications, A and B, of the 3 x 3 contingency table shown below. Test using a = 0.01.NOTE: You may do this by hand, but it will take a bit of time.B1 B2

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Use software to test the null hypothesis of whether there is a relationship between the two classifications, A and B, of the 3 x 3 contingency table shown below. Test using a = 0.01. NOTE: You may do this by hand, but it will take a bit of time. B B2 B3 Total 54 61 56 171 A1 A2 72 57 69 198 75 63 76 214 A3 Total 201 181 201 583 (a) x : %3D (b) Find the degrees of freedom. (c) Find the critical value. x %3D (d) The final conclusion is OA. There is not sufficient ev dence to reject the null hypothesis that there is no relationship between A and B. OB. We can reject the null hypothesis that A and B are not related and accept that there seems to be a relationship between A and B.

Use software to test the null hypothesis of whether there is a relationship between the two classifications, A and B, of the 3 x 3 contingency table shown below. Test using a = 0.01. NOTE: You may do this by hand, but it will take a bit of time. B B2 B3 Total 54 61 56 171 A1 A2 72 57 69 198 75 63 76 214 A3 Total 201 181 201 583 (a) x : %3D (b) Find the degrees of freedom. (c) Find the critical value. x %3D (d) The final conclusion is OA. There is not sufficient ev dence to reject the null hypothesis that there is no relationship between A and B. OB. We can reject the null hypothesis that A and B are not related and accept that there seems to be a relationship between A and B.

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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