In a one-way analysis of variance we deal with unequal sample sizes by A) not allowing them. B) doing nothing different. C) averaging the means. D) multiplying each squared deviation by n _j as we go along.

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In a one-way ANOVA with unequal sample sizes, we adjust for the different sample sizes by multiplying each squared deviation by the sample size of the group (n_j) to ensure that each group's variance is appropriately weighted.

In a One-Way Analysis of Variance We Deal with Unequal