A university is considering implementing one of the following three grading systems: (1) All grades are pass-fail, (2) all grades are on the 4.0 system, and (3) 90% of the grades are on the 4.0 system and 10% are pass-fail. A survey is taken to determine whether there is a relationship between undergraduate major and grading system preference. A random sample of 200 students with engineering majors, 200 students with arts and sciences majors, and 100 students with fine arts majors is selected. Each student is asked which of the three grading systems he or she prefers. The results are shown in the following 3 X 3 contingency table: Grading System 4.0 and Row Marginal Pass-fail 26 Pass-fail 55 Fine arts 19 100 Arts and sciences 24 118 58 200 20 112 68 200 Engineering Column Marginal 70 285 145 500 a. What is a null hypothesis? b. What do you conclude? Use a = 0.05.
A university is considering implementing one of the following three grading systems: (1) All grades are pass-fail, (2) all grades are on the 4.0 system, and (3) 90% of the grades are on the 4.0 system and 10% are pass-fail. A survey is taken to determine whether there is a relationship between undergraduate major and grading system preference. A random sample of 200 students with engineering majors, 200 students with arts and sciences majors, and 100 students with fine arts majors is selected. Each student is asked which of the three grading systems he or she prefers. The results are shown in the following 3 X 3 contingency table: Grading System 4.0 and Row Marginal Pass-fail 26 Pass-fail 55 Fine arts 19 100 Arts and sciences 24 118 58 200 20 112 68 200 Engineering Column Marginal 70 285 145 500 a. What is a null hypothesis? b. What do you conclude? Use a = 0.05.
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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