(c) Perform the analysis of variance (ANOVA) at the a = 0.05 to identify is there any significant difference in the mean between the populations. It is known that there are three populations with five samples in each popula- tion in this analysis. Source of variation Sum of squares Between 944.9333 Within 2224.8000 Table 4.1: Sum of squares

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Perform the analysis of variance (ANOVA) at the a = 0.05 to identify is
there any significant differece in the mean between the populations. It is
known that there are three populations with five samples in each popula-
tion in this analysis.
(c)
Source of variation Sum of squares
944.9333
Between
Within
2224.8000
Table 4.1: Sum of squares
Transcribed Image Text:Perform the analysis of variance (ANOVA) at the a = 0.05 to identify is there any significant differece in the mean between the populations. It is known that there are three populations with five samples in each popula- tion in this analysis. (c) Source of variation Sum of squares 944.9333 Between Within 2224.8000 Table 4.1: Sum of squares
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