One-factor or one-way ANOVA is one of several versions of the analysis of variance, which controls extraneous factors by using the randomized group design.
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Q81: In a one-way ANOVA, the total variation
Q82: In the analysis of variance, explained variation
Q83: In a one-way ANOVA, the null hypothesis
Q84: The one-way ANOVA requires that the sample
Q85: The completely randomized design is an experimental
Q87: In a one-way ANOVA, if the sum
Q88: Two samples of ten each from the
Q89: In ANOVA, a factor is an independent
Q90: The one-way ANOVA assumes that the population
Q91: The analysis of variance, ANOVA, is best
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