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====Sum of squares====In ANOVA, sums of squares in total and in groups are compared. Sum of squares is the numerator of variance. ===SD/Variance of Binomial data ~ proportion===
→Standard deviation and Variance
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====Sum of squares====
In ANOVA, sums of squares in total and in groups are compared.
Sum of squares is the numerator of variance.
:Variance
::<math>= \frac{\sum_{i=1}^n (x_i - {\color{Green}\bar x})^2}{n-1}</math>
:Sum of square
::<math>= {\sum_{i=1}^n (x_i - {\color{Green}\bar x})^2}</math>
==Standard Error==
