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Case Study

Based on this scenario, decide what specific alternative to simple random assignment Dr. Smith should implement to eliminate this risk, and justify how the mechanics of this alternative directly solve the problem.

Case context: Dr. Smith is conducting a between-subjects experiment to evaluate a new behavioral intervention for anxiety. With a limited pool of participants, Dr. Smith is concerned that simple random assignment might accidentally place a disproportionate number of highly anxious individuals into the control group, compromising the study's internal validity.

Question: Based on this scenario, decide what specific alternative to simple random assignment Dr. Smith should implement to eliminate this risk, and justify how the mechanics of this alternative directly solve the problem.

Sample answer: Dr. Smith should implement a matched-groups design. By measuring the participants' baseline anxiety levels first, rank-ordering them, and then randomly assigning the most closely matched individuals to the different conditions, Dr. Smith guarantees that the experimental and control groups are equivalent in terms of baseline anxiety. This prevents baseline anxiety from becoming a confounding variable, effectively solving the vulnerability of simple random assignment in small samples.

Key points:

  • Identify the matched-groups design as the correct methodological alternative.
  • Explain the need to measure the baseline anxiety variable first.
  • Describe rank-ordering the participants based on their anxiety scores.
  • Explain that matched individuals are randomly assigned to different conditions.
  • Conclude that this guarantees equivalent groups and prevents confounding variables.

Rubric: The response must explicitly identify the matched-groups design and demonstrate comprehension by explaining how the process of measuring, ranking, and assigning matched individuals ensures initial group equivalence on the targeted variable.

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Updated 2026-05-27

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Research Methods in Psychology - 4th American Edition @ KPU

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