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Material is analyzed for weight in grams from three vendors-A, B, C- by three different inspectors -1, 2, 3- and using three different scales -1, 2, 3. The experiment is set up on a Latin square plan with results as follows: a) b) 1 Inspector 2 3 1 16 A 15 B 13 C Scale 2 10 B 9 C 11 A 3 11 C 14 A Construct an ANOVA Table and draw conclusion. NB: Don't round off values. Use fraction notation where necessary. Analysis of the residuals in terms of underlying assumptions of normality, homogenous variance and outliers.

Material is analyzed for weight in grams from three vendors-A, B, C- by three different inspectors -1, 2, 3- and using three different scales -1, 2, 3. The experiment is set up on a Latin square plan with results as follows: a) b) 1 Inspector 2 3 1 16 A 15 B 13 C Scale 2 10 B 9 C 11 A 3 11 C 14 A Construct an ANOVA Table and draw conclusion. NB: Don't round off values. Use fraction notation where necessary. Analysis of the residuals in terms of underlying assumptions of normality, homogenous variance and outliers.

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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Material is analyzed for weight in grams from three vendors-A, B, C- by three different inspectors -1, 2, 3- and using three different scales -1, 2, 3. The experiment is set up on a Latin square plan with results as follows: a) b) 1 Inspector 2 3 1 16 A 15 B 13 C Scale 2 10 B 9 C 11 A 3 11 C 14 A Construct an ANOVA Table and draw conclusion. NB: Don't round off values. Use fraction notation where necessary. Analysis of the residuals in terms of underlying assumptions of normality, homogenous variance and outliers.
Transcribed Image Text:Material is analyzed for weight in grams from three vendors-A, B, C- by three different inspectors -1, 2, 3- and using three different scales -1, 2, 3. The experiment is set up on a Latin square plan with results as follows: a) b) 1 Inspector 2 3 1 16 A 15 B 13 C Scale 2 10 B 9 C 11 A 3 11 C 14 A Construct an ANOVA Table and draw conclusion. NB: Don't round off values. Use fraction notation where necessary. Analysis of the residuals in terms of underlying assumptions of normality, homogenous variance and outliers.
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