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A psychological researcher compares two independent groups on a memory task. The absolute difference between the two sample means is 44 points, and the standard deviation of the scores is 88 points. Calculate the value of Cohen's dd for this study and explain what this value means in terms of standard deviation units.

Question: A psychological researcher compares two independent groups on a memory task. The absolute difference between the two sample means is 44 points, and the standard deviation of the scores is 88 points. Calculate the value of Cohen's dd for this study and explain what this value means in terms of standard deviation units.

Sample answer: The value of Cohen's dd is calculated by dividing the absolute difference of 44 by the standard deviation of 88, which equals 0.50.5. This value means that the difference between the two independent group means is 0.50.5 standard deviations.

Key points:

  • Calculates the Cohen's dd value as 0.50.5.
  • Shows or implies the formula: absolute difference between means divided by the standard deviation (4/84 / 8).
  • Explains that the value represents a difference of 0.50.5 standard deviations between the group means.

Rubric: The response must show the calculation (4/8=0.54 / 8 = 0.5) and state that the group means differ by 0.50.5 standard deviations.

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Updated 2026-05-26

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Research Methods in Psychology - 4th American Edition @ KPU

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