English

Explorable.com62.8K reads

Disproportional sampling is a probability sampling technique used to address the difficulty researchers encounter with stratified samples of unequal sizes.

Discover 23 more articles on this topic

Don't miss these related articles:

- 1What is Sampling?
- 2Basic Concepts
- 3Sampling
- 4Probability Sampling
- 5Non-Probability Sampling

This sampling method divides the population into subgroups or strata but employs a sampling fraction that is not similar for all strata; some strata are oversampled relative to others.

The main difference between the two sampling techniques is the proportion given to each stratum with respect to other strata. In proportional sampling, each stratum has the same sampling fraction while in disproportional sampling technique; the sampling fraction of each stratum varies.

Suppose, for example, a researcher desires to conduct a survey of all the students in a given university with 10,000 students, 8,000 females and 2,000 males. His desired sample size is only 1,000. Since the 1,000 subjects needed for the survey is 10% of the entire population, sampling proportion suggests that 8/10 be female and 2/10 be male. This would result in a sample composed of 800 females and 200 males. In this case, the relatively small number of males in the sample probably would not provide adequate representation for drawing conclusions from the said survey.

Disproportional sample technique will permit the researcher in the mentioned case selection of students of adequate size from the two genders. Say for example, 500 males and 500 females can be selected to represent the population. This cannot be considered random since the males had better chances of being selected as part of the sample.

Disproportional sampling allows the researcher to give a larger representation to one or more subgroups to avoid underrepresentation of the said strata. This applies to populations with a very high strata population ratio.

Even though the researcher can create an adequate size and representation with this technique, it presents problems in data analysis since the characteristic of the overrepresented group can skew the results. The way around this however is to give a proportionally greater mathematical representation of the underrepresented group in the analysis of the scores.

Generally, disproportional sample tend to be less accurate and reliable compared to a stratified sample since mathematical adjustments are done during the analysis of the data. This process increases the chance of encountering errors in data analysis. With this possibility of encountering errors in analysis, it is less accurate in drawing conclusions from the results of such studies.

Full reference:

Explorable.com (Sep 1, 2009). Disproportional Sampling. Retrieved May 25, 2022 from Explorable.com: https://verify.explorable.com/disproportional-sampling

The text in this article is licensed under the Creative Commons-License Attribution 4.0 International (CC BY 4.0).

This means you're free to copy, share and adapt any parts (or all) of the text in the article, as long as you give ** appropriate credit** and

That is it. You don't need our permission to copy the article; just include a link/reference back to this page. You can use it freely (with some kind of link), and we're also okay with people reprinting in publications like books, blogs, newsletters, course-material, papers, wikipedia and presentations (with clear attribution).

Related pages:

Discover 23 more articles on this topic

Don't miss these related articles:

- 1What is Sampling?
- 2Basic Concepts
- 3Sampling
- 4Probability Sampling
- 5Non-Probability Sampling

Thank you to...

This project has received funding from the European Union's Horizon 2020 research and innovation programme under grant agreement No 827736.

Subscribe / Share

- Subscribe to our RSS Feed
- Like us on Facebook
- Follow us on Twitter
- Founder:
- Oskar Blakstad Blog
- Oskar Blakstad on Twitter

Explorable.com - 2008-2022

You are free to copy, share and adapt any text in the article, as long as you give *appropriate credit* and *provide a link/reference* to this page.