Short Answer

Apply the control techniques of a posttest only nonequivalent groups design to a hypothetical study comparing a new math tutoring app across two pre-existing classes: list at least two specific baseline characteristics you would match between the classes to enhance validity, and explain why you still cannot claim the app caused any final differences.

Question: Apply the control techniques of a posttest only nonequivalent groups design to a hypothetical study comparing a new math tutoring app across two pre-existing classes: list at least two specific baseline characteristics you would match between the classes to enhance validity, and explain why you still cannot claim the app caused any final differences.

Sample answer: To enhance internal validity, I would match the two classes on students' baseline math scores and select teachers with comparable teaching styles and experience. Even with these controls, I cannot claim the app caused any differences because the classes lack true random assignment, meaning unmeasured confounding variables might still influence the final scores.

Key points:

  • Identify at least two baseline characteristics to match (e.g., baseline scores, teacher styles).
  • Acknowledge that matching comparison groups reduces major confounds and enhances internal validity.
  • State that causal claims are still unjustified due to the lack of true random assignment.
  • Note that unmeasured confounding variables may still explain the posttest differences.

Rubric: The answer must identify at least two specific characteristics to match (such as baseline scores, school, or teacher style/experience) to control for confounds. Additionally, it must state that a causal claim is not justified because the lack of random assignment leaves open the possibility that unmeasured confounding variables influenced the outcomes.

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Updated 2026-05-26

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Research Methods in Psychology - 4th American Edition @ KPU

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