Stratified sample

A stratified sample is a sampling method where the population is divided into distinct subgroups, or strata, and random samples are taken from each stratum to ensure representation of all subgroups.
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Updated on Jun 6, 2024
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3 key takeaways

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  • Stratified sampling ensures each subgroup within a population is represented in the sample.
  • It is particularly useful when there are distinct subgroups that may have different characteristics.
  • This method can increase the accuracy and reliability of statistical inferences.

What is a stratified sample?

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A stratified sample is a type of sampling method used in statistics to ensure that every subgroup within a population is adequately represented in the sample. The population is divided into distinct subgroups, known as strata, based on specific characteristics such as age, gender, income, or education level. Then, random samples are drawn from each stratum in proportion to the stratum’s size relative to the population.

This approach is particularly useful when the population consists of distinct subgroups that may have different characteristics or behaviors. By ensuring that each subgroup is represented, stratified sampling can produce more accurate and reliable statistical inferences than simple random sampling.

Advantages of stratified sampling

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Stratified sampling offers several benefits, making it a preferred method in various research scenarios.

  • Increased precision: By ensuring each subgroup is represented, stratified sampling can produce more precise and reliable estimates than simple random sampling.
  • Reduced bias: This method helps reduce sampling bias by accounting for the diversity within the population.
  • Efficient analysis: Stratified sampling can make data analysis more efficient by providing clear insights into different subgroups within the population.

Disadvantages of stratified sampling

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While stratified sampling has many advantages, it also has some limitations that researchers should consider.

  • Complexity: The process of identifying strata and ensuring proper representation can be more complex and time-consuming than simple random sampling.
  • Need for detailed information: Stratified sampling requires detailed information about the population to accurately divide it into strata, which may not always be available.
  • Potential for misclassification: If the strata are not well-defined or if individuals are incorrectly classified into strata, the sample may not accurately represent the population.

Applications of stratified sampling

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Stratified sampling is widely used in various fields where it is essential to ensure representation of all subgroups within a population.

In market research, stratified sampling can help companies understand the preferences of different customer segments. In public health, it ensures that health surveys accurately reflect the experiences of various demographic groups. In educational research, it helps in assessing the performance of different student groups based on characteristics like grade level or socioeconomic status.

Stratified sampling is a powerful method for obtaining representative samples from a diverse population. By ensuring that all subgroups are adequately represented, this technique enhances the accuracy and reliability of statistical analyses, making it invaluable in research across various fields.

How to create a stratified sample

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Creating a stratified sample involves several steps:

  1. Identify the population: Define the population from which the sample will be drawn.
  2. Divide the population into strata: Group the population into distinct subgroups based on specific characteristics relevant to the study.
  3. Determine the sample size: Decide on the total number of observations or units to be included in the sample.
  4. Sample from each stratum: Use random sampling methods to select a proportional number of observations from each stratum.

For example, if a population consists of 60% females and 40% males, and you want a sample of 100 people, you would randomly select 60 females and 40 males to maintain the population’s gender proportion.


Sources & references

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Arti is a specialized AI Financial Assistant at Invezz, created to support the editorial team. He leverages both AI and the Invezz.com knowledge base, understands over 100,000 Invezz related data points, has read every piece of research, news and guidance we\'ve ever produced, and is trained to never make up new...