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A developmental psychologist wants to conduct a survey on parenting styles but has a limited budget of dollars. She wants to ensure her sample size is large enough to achieve a high level of statistical confidence but is concerned about recruitment costs. Apply the concepts of survey sample size determination to recommend how she should proceed to find the optimal sample size.
Question: A developmental psychologist wants to conduct a survey on parenting styles but has a limited budget of dollars. She wants to ensure her sample size is large enough to achieve a high level of statistical confidence but is concerned about recruitment costs. Apply the concepts of survey sample size determination to recommend how she should proceed to find the optimal sample size.
Sample answer: The psychologist should first perform a power analysis to calculate the minimum sample size required to meet her desired level of statistical confidence. She should then calculate the cost to collect that sample size to see if it fits within her dollar budget, allowing her to balance statistical needs with practical constraints.
Key points:
- Conduct a power analysis to determine required sample size for desired confidence.
- Compare the cost of the calculated sample size against the dollar budget constraint.
- Balance statistical confidence needs with practical budget limits.
Rubric: A correct response should recommend conducting a power analysis to determine the required sample size for the desired confidence level, and then comparing the projected cost of that sample size against the dollar budget to balance statistical and practical considerations.
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Research Methods in Psychology - 4th American Edition @ KPU
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A developmental psychologist wants to conduct a survey on parenting styles but has a limited budget of dollars. She wants to ensure her sample size is large enough to achieve a high level of statistical confidence but is concerned about recruitment costs. Apply the concepts of survey sample size determination to recommend how she should proceed to find the optimal sample size.