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These data are evaluations of 4 job candidates (can.1 through can.4) by 3 raters (a,b & c). You are testing for differences in the candidates. rater can.1 can.2 can.3 76 65 85 59 75 81 49 63 61 74 71 85 66 84 80 Questions 11-20 refer to the above: BADD a a b b can.4 74 67 46 89 79 11. The design is unbalanced? 12. The design is balanced? 13. The null hypothesis of equal candidate rating means is rejected via a two way ANOVA? 14. Compute the SST 15. Compute the SSTr for candidates. 16. Compute the SSTr for raters 17. Compute the observed f statistic 18. The critical f statistic at a = .05 for these numerator and denominator degrees of freedom is less than the observed f statistics from these data? 19. Fisher's LSD identifies which rater pairs as unequal? (not just a T/F question) 20. The within candidate variances are unequal?

These data are evaluations of 4 job candidates (can.1 through can.4) by 3 raters (a,b & c). You are testing for differences in the candidates. rater can.1 can.2 can.3 76 65 85 59 75 81 49 63 61 74 71 85 66 84 80 Questions 11-20 refer to the above: BADD a a b b can.4 74 67 46 89 79 11. The design is unbalanced? 12. The design is balanced? 13. The null hypothesis of equal candidate rating means is rejected via a two way ANOVA? 14. Compute the SST 15. Compute the SSTr for candidates. 16. Compute the SSTr for raters 17. Compute the observed f statistic 18. The critical f statistic at a = .05 for these numerator and denominator degrees of freedom is less than the observed f statistics from these data? 19. Fisher's LSD identifies which rater pairs as unequal? (not just a T/F question) 20. The within candidate variances are unequal?

MATLAB: An Introduction with Applications
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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X Bb 76570829 % 5 blackboardcdn.com/5c1802599953e/76570829?X-Blackboard-Expiration=1671084000000&X-Blackboard-Sign... 1 ☆ T G 3/3 a a b b C X Bb 76419361 - These data are evaluations of 4 job candidates (can.1 through can.4) by 3 raters (a,b & c). You are testing for differences in the candidates. rater can.1 can.2 can.3 can.4 76 65 85 74 59 75 81 67 49 63 61 46 74 71 85 89 66 84 80 79 Questions 11-20 refer to the above: 6 100% + H Y 11. The design is unbalanced? 12. The design is balanced? 13. The null hypothesis of equal candidate rating means is rejected via a two way ANOVA? 14. Compute the SST 15. Compute the SSTr for candidates. 16. Compute the SSTr for raters 17. Compute the observed f statistic 18. The critical f statistic at a = .05 for these numerator and denominator degrees of freedom is less than the observed f statistics from these data? 19. Fisher's LSD identifies which rater pairs as unequal? (not just a T/F question) 20. The within candidate variances are unequal? H MacBook Pro 7 U J 8 1 X + K 69 9 0 0 L P { ~~ [ + 11
Transcribed Image Text:X Bb 76570829 % 5 blackboardcdn.com/5c1802599953e/76570829?X-Blackboard-Expiration=1671084000000&X-Blackboard-Sign... 1 ☆ T G 3/3 a a b b C X Bb 76419361 - These data are evaluations of 4 job candidates (can.1 through can.4) by 3 raters (a,b & c). You are testing for differences in the candidates. rater can.1 can.2 can.3 can.4 76 65 85 74 59 75 81 67 49 63 61 46 74 71 85 89 66 84 80 79 Questions 11-20 refer to the above: 6 100% + H Y 11. The design is unbalanced? 12. The design is balanced? 13. The null hypothesis of equal candidate rating means is rejected via a two way ANOVA? 14. Compute the SST 15. Compute the SSTr for candidates. 16. Compute the SSTr for raters 17. Compute the observed f statistic 18. The critical f statistic at a = .05 for these numerator and denominator degrees of freedom is less than the observed f statistics from these data? 19. Fisher's LSD identifies which rater pairs as unequal? (not just a T/F question) 20. The within candidate variances are unequal? H MacBook Pro 7 U J 8 1 X + K 69 9 0 0 L P { ~~ [ + 11
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