Short Answer

A researcher conducts a one-way ANOVA comparing the effectiveness of four different study settings. The statistical analysis leads the researcher to reject the null hypothesis. Briefly explain what this conclusion definitively implies about the population means of the four study settings.

Question: A researcher conducts a one-way ANOVA comparing the effectiveness of four different study settings. The statistical analysis leads the researcher to reject the null hypothesis. Briefly explain what this conclusion definitively implies about the population means of the four study settings.

Sample answer: Rejecting the null hypothesis supports the alternative hypothesis, implying that the population means for the four study settings are not all perfectly equal. It definitively implies that at least one study setting's mean effectiveness differs significantly from the rest.

Key points:

  • Implies the population means for the four study settings are not all perfectly equal
  • Means at least one study setting's average effectiveness is significantly different from the rest

Rubric: Full credit is earned for explaining that rejecting the null hypothesis leads to the conclusion of the alternative hypothesis: that the population means are not all equal, meaning at least one setting's average effectiveness is significantly different.

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Updated 2026-05-27

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Research Methods in Psychology - 4th American Edition @ KPU

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