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A research team at the Boston City Campus is planning a survey to assess third-year student satisfaction with their HRMM330-1 module. They want to ensure that the sample size they select will provide statistically meaningful results. They are considering various factors such as the level of confidence, the standard deviation of the population, and the tolerable error. What formula should the research team use to determine the appropriate sample size for their survey? Group of answer choices𝐴=𝜋𝑟2𝑛=(𝜎𝑍𝐸)2𝑆=4𝜋𝑟2

Question

A research team at the Boston City Campus is planning a survey to assess third-year student satisfaction with their HRMM330-1 module. They want to ensure that the sample size they select will provide statistically meaningful results. They are considering various factors such as the level of confidence, the standard deviation of the population, and the tolerable error. What formula should the research team use to determine the appropriate sample size for their survey? Group of answer choices𝐴=𝜋𝑟2𝑛=(𝜎𝑍𝐸)2𝑆=4𝜋𝑟2

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Solution

The research team should use the following formula to determine the appropriate sample size for their survey:

n = (σZ/E)²

Where: n = sample size σ = standard deviation of the population Z = Z-score (which corresponds to the desired confidence level) E = tolerable error (also known as margin of error)

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