In order for a survey to accurately generalize the entire population, the survey must Question 13 options: a) sample at least 10 percent of the target population. b) sample at least 25 percent of the target population. c) sample at least 10,000 individuals from the target population. d) select respondents randomly, and everyone in the target population must have an equal chance of being selected.

It is difficult to establish the precise number of people that you need for a survey to accurately generalize the entire population. This largely depends on how accurate you want your research to be, and how large your population is. However, one factor that is absolutely necessary for the survey to accurately generalize the population is the fact that this sample should be obtained randomly. Moreover, everyone in the target population should have an equal chance of being selected. Otherwise, you run the risk of over/under representing a part of your population.

rowboatontario rowboatontario · Answer 2 · 2022-04-05T16:09:54+02:00

The collection of data for surveys can be based on probability and non-probablity data which depends on the number of population. Hence option D is correct.

Survey Method

A survey method depends on many factors such as the number of population, recordable data, and diversity. In the following question we are given direction to do survey which can generalize the entire population.

Generalizing the entire population demands that we need to focus on random numbers. As we cannot have generalized information if we survey only 10% of the population, because we need to understand the diversity and the locality.

Hence, option D is the best option as it talks about equal chance, and possibility of capturing desired respondents.

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