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4.36. Suppose that in Problem 4.23 the engineer suspects that the workplaces used by the four operators may represent an additional source of variation. A fourth factor, workplace (a, ß, y, 8) may be introduced and another experiment con- ducted, yielding the Graeco-Latin square that follows. Analyze the data from this experiment (use a = 0.05) and draw conclusions. Operator Order of Assembly 1 3 4 CB = 11 By = 10 Dô = 14 Aa = 8 Ba = 8 Cô = 12 Ay= 10 DB = 12 Að = 9 Da= 11 Bß = 7 Cy = 15 Dy %3D9 АB %3D 8 2 3 4 Ca = 18 Bồ = 6 %D 2. 1.

4.36. Suppose that in Problem 4.23 the engineer suspects that the workplaces used by the four operators may represent an additional source of variation. A fourth factor, workplace (a, ß, y, 8) may be introduced and another experiment con- ducted, yielding the Graeco-Latin square that follows. Analyze the data from this experiment (use a = 0.05) and draw conclusions. Operator Order of Assembly 1 3 4 CB = 11 By = 10 Dô = 14 Aa = 8 Ba = 8 Cô = 12 Ay= 10 DB = 12 Að = 9 Da= 11 Bß = 7 Cy = 15 Dy %3D9 АB %3D 8 2 3 4 Ca = 18 Bồ = 6 %D 2. 1.

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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4.36. Suppose that in Problem 4.23 the engineer suspects that the workplaces used by the four operators may represent an additional source of variation. A fourth factor, workplace (a, B, y, 8) may be introduced and another experiment con- ducted, yielding the Graeco-Latin square that follows. Analyze the data from this experiment (use a = 0.05) and draw conclusions. Operator Order of Assembly 1 2 3 4 CB = 11 By = 10 D8 = 14 Aa = 8 Cô = 12 Ay = 10 DB = 12 Cy = 15 1 2 Βα8 3 AS = 9 Da = 11 BB = 7 %3D 4 Dy = 9 AB = 8 Ca = 18 B8 = 6
Transcribed Image Text:4.36. Suppose that in Problem 4.23 the engineer suspects that the workplaces used by the four operators may represent an additional source of variation. A fourth factor, workplace (a, B, y, 8) may be introduced and another experiment con- ducted, yielding the Graeco-Latin square that follows. Analyze the data from this experiment (use a = 0.05) and draw conclusions. Operator Order of Assembly 1 2 3 4 CB = 11 By = 10 D8 = 14 Aa = 8 Cô = 12 Ay = 10 DB = 12 Cy = 15 1 2 Βα8 3 AS = 9 Da = 11 BB = 7 %3D 4 Dy = 9 AB = 8 Ca = 18 B8 = 6
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