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A clinical psychologist measures the number of sleep interruptions for a patient over three nights, recording scores of 2, 4, and 6 interruptions. Using the standard statistical formula (M=ΣX/NM = \Sigma X / N), calculate the mean number of sleep interruptions for this patient.

Question: A clinical psychologist measures the number of sleep interruptions for a patient over three nights, recording scores of 2, 4, and 6 interruptions. Using the standard statistical formula (M=ΣX/NM = \Sigma X / N), calculate the mean number of sleep interruptions for this patient.

Sample answer: The mean is 4. This is calculated by finding the sum of the scores (2+4+6=122 + 4 + 6 = 12) and dividing by the total number of scores (N=3N = 3), resulting in 12/3=412 / 3 = 4.

Key points:

  • Identify the sum of the scores (ΣX\Sigma X) is 12.
  • Identify the total number of scores (NN) is 3.
  • Calculate the final mean (MM) as 4.

Rubric: Award full credit if the student correctly calculates the mean as 4 and briefly demonstrates the application of the formula by showing the sum (12) divided by the total number of scores (3).

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Updated 2026-05-27

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Research Methods in Psychology - 4th American Edition @ KPU

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