Stratified sampling is a sampling method used in statistics to divide the population into subgroups, or strata, and then take a random sample from each stratum. This method ensures that each stratum is represented in the sample, and allows for more accurate analysis of the population as a whole.
Stratified sampling is used when the population can be divided into distinct subgroups that may have different characteristics. By ensuring that each stratum is represented in the sample, the results are more likely to accurately reflect the entire population. This method is particularly useful when there is variability within the population, and helps to reduce sampling error.
Suppose you want to conduct a survey on the popularity of different ice cream flavors in a city. You divide the city into distinct neighborhoods (strata) based on demographics, and then take a random sample of individuals from each neighborhood. This allows you to accurately represent the preferences of the entire city population.
When studying stratified sampling, it's important to understand the following key points:
Practice creating strata and determining sample sizes for different populations to solidify your understanding of this sampling method.
By mastering the concept of stratified sampling, you'll be better equipped to analyze and draw accurate conclusions from data collected through this method.
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