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In One-Way Analysis of Variance, If All the Sample Means

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Short Answer

In one-way analysis of variance, if all the sample means are equal, then the: A. total sum of squares is zero.B. sum of squares for error is zero.C.sum of squares for treatments is zero. D. sum of squares for error equals sum of squares for treatments.\begin{array}{|l|l|}\hline A.&\text { total sum of squares is zero.}\\\hline B.&\text { sum of squares for error is zero.}\\\hline C.&\text {sum of squares for treatments is zero. }\\\hline D.&\text { sum of squares for error equals sum of squares for treatments.}\\\hline \end{array}


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