![]() Since socst is also part of the significant socst#female interaction. Although theĪnova F-ratio is significant, you wouldn’t want to spend much effort trying to interpret it ![]() Is in turn divided by the mean square residual (the pooled within cell variance). The sum of squares is divided by its degrees of freedom (one) and ![]() The anova F-ratio is computed from the partial sum of squares for socst with all The answer is, of course, that the anova and the regression F-ratios are testing two different things. Has a categorical by continuous interaction. Here is an example that is similar to the question asked by our client. There are several FAQs thatĬan I understand a three-way interaction in anova? and others. Questions concerning dummy (zero/one) coding versus effect coding. This question is really just a variation of The model in question had both categorical and continuous predictors. We recently received a question asking why the results from the same model specified as anova versus a regression would not agree.
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