Please analyze the data of 4.25 and 4.38 (ignoring the Greek letters in the 2nd one) using the method of replicated Latin square. a significance level of 0.05 should be used.

For some reason coursehero keeps saying this question has missing information but it quite literally does not. Please just give an ANOVA analysis of the resulting data below using the method specified.

Please show step-by-step :)

DATA:

first, regardless of the method. That is, a trend develops in the required assembly time. To account for this source of variability, the engineer uses the Latin square design that follows. Analyze the data from this experiment (a = 0.05) and draw appropriate conclusions. Order of Operator Assembly H 2 3 C = 10 D = 14 A =7 B = 8 B = 7 C = 18 D = 11 A = 8 AWN A = 5 B = 10 C = 11 D = 9 D = 10 A = 10 B = 12 C = 14lyze the data from this experiment (use a = 0.05) and draw conclusions. Order of Operator Assembly 2 3 CB = 11 By = 10 D6 = 14 Aa = 8 Ba = 8 CS = 12 Ay = 10 DB = 12 A W N AS = 9 Da = 11 BB = 7 Cy = 15 Dy = 9 AB = 8 Ca = 18 B8 = 6