One-Way ANOVA analyzes the effect of one factor on the population mean.It is based on a:
A)randomized block design
B)completely randomized design
C)factorial design
D)balanced incomplete block design

Question

Quizplus · Accepted Answer

One-Way ANOVA is based on a completely randomized design, in which the treatments are randomly assigned to the experimental units. The other options are not applicable for One-Way ANOVA. A randomized block design is used when experimental units can be grouped into blocks based on a known variable that may affect the response. A factorial design involves variation of two or more factors simultaneously. A balanced incomplete block design is used when not all treatments can be compared to each other, but a subset of the treatments can be compared in every block.

One-Way ANOVA Analyzes the Effect of One Factor on the Population