Short Answer

A researcher replicates Darley and Latané's simulated emergency experiment with 200 participants in the condition where they believe they are the only witness, and 200 participants in the condition where they believe there are five other witnesses. Based on the percentages obtained in the original study, calculate the expected number of participants who would seek help in each of these two conditions. Show your calculations.

Question: A researcher replicates Darley and Latané's simulated emergency experiment with 200 participants in the condition where they believe they are the only witness, and 200 participants in the condition where they believe there are five other witnesses. Based on the percentages obtained in the original study, calculate the expected number of participants who would seek help in each of these two conditions. Show your calculations.

Sample answer: Based on the original study, the helping rate for the single-witness condition is 85% and for the highest witness condition (five other witnesses) is 31%. For the single-witness group: 200times0.85=170200 \\times 0.85 = 170 participants are expected to seek help. For the group with the highest number of perceived witnesses: 200times0.31=62200 \\times 0.31 = 62 participants are expected to seek help.

Key points:

  • Apply the 85% helping rate: 200times0.85=170200 \\times 0.85 = 170 participants.
  • Apply the 31% helping rate: 200times0.31=62200 \\times 0.31 = 62 participants.

Rubric: The calculation must apply 85% to the 200 participants in the first condition (200times0.85=170200 \\times 0.85 = 170) and 31% to the 200 participants in the second condition (200times0.31=62200 \\times 0.31 = 62) to find the correct number of helping participants in both groups.

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Updated 2026-05-26

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Research Methods in Psychology - 4th American Edition @ KPU

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