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Researcher A compares a single sample mean of test scores against a known population mean. Researcher B compares the mean test scores of students across three distinct study groups. Apply your knowledge of group comparison tests to identify and justify which statistical test (tt-test or ANOVA) each researcher must use.

Question: Researcher A compares a single sample mean of test scores against a known population mean. Researcher B compares the mean test scores of students across three distinct study groups. Apply your knowledge of group comparison tests to identify and justify which statistical test (tt-test or ANOVA) each researcher must use.

Sample answer: Researcher A must use a tt-test because they are evaluating differences between exactly two means (a single sample mean against a population mean). Researcher B must use an analysis of variance (ANOVA) because they need to compare the means of more than two groups (three groups).

Key points:

  • Researcher A must use a tt-test because they compare exactly two means.
  • Researcher B must use an ANOVA because they compare more than two means.

Rubric: The answer must correctly identify the tt-test for Researcher A and ANOVA for Researcher B, justifying each choice based on the number of means being compared.

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Updated 2026-05-26

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Research Methods in Psychology - 4th American Edition @ KPU

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