How do you prove that the normally distributed assumption has been met for an ANOVA F Test? Note: There is more than one answer.

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How do you prove that the normally distributed assumption
has been met for an ANOVA F Test? Note: There is more
than one answer.
Normal quantile plots have no patterns
Scatterplots have no patterns
Normal quantile plots are linear
Histograms are uniform
Normal Sampling Distribution: np 2 5 & n(1-p) 2 5
Scatterplots are linear
Normal Sampling Distribution: n,p, 2 5, n,(1-p,) > 5
n,p, 2 5 & n(1-P,) 2 5
Modified boxplots have no outliers
Residual plots are linear
Histograms are bell shaped
Normal Sampling Distribution: n's 2 30 or
Populations are normally distributed
Modified boxplots each have less than two outliers
Residual plots have no patterns
Transcribed Image Text:How do you prove that the normally distributed assumption has been met for an ANOVA F Test? Note: There is more than one answer. Normal quantile plots have no patterns Scatterplots have no patterns Normal quantile plots are linear Histograms are uniform Normal Sampling Distribution: np 2 5 & n(1-p) 2 5 Scatterplots are linear Normal Sampling Distribution: n,p, 2 5, n,(1-p,) > 5 n,p, 2 5 & n(1-P,) 2 5 Modified boxplots have no outliers Residual plots are linear Histograms are bell shaped Normal Sampling Distribution: n's 2 30 or Populations are normally distributed Modified boxplots each have less than two outliers Residual plots have no patterns
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