In one-way ANOVA,the total variation SS(Total)is partitioned into two sources of variation: the sum of squares for treatments (SST)and the sum of squares for error (SSE).

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This statement is true. In one-way ANOVA, the total variation SS(Total) is partitioned into SST (sum of squares for treatments) and SSE (sum of squares for error) to understand the sources of variability in the data.

In One-Way ANOVA,the Total Variation SS(Total)is Partitioned into Two Sources