Area Probability Sampling

Table of Contents

What is area probability sampling?
Why use cluster sampling
Example
Some terms relevant to Area Probability Sampling
What are the problems


 
 

References

Area Probability Sampling Definition

Area probability sampling, also called cluster sampling, is a sampling technique in which the population of interest is divided into groups, or clusters, and then a random sample of clusters is drawn to represent the population of interest. Cluster units can be geographic, temporal, or spatial in nature(1). Once the clusters are drawn one can either measure all of the elementary units within the sampled cluster or take a sample of smaller clusters or elementary units from within the sampled clusters.



 

Purpose

The purpose of cluster sampling is to sample economically while retaining the characteristics of a probability sample. Since the primary sampling unit (PSU) is a cluster of elements located in proximity to one another as opposed to the PSU being the individual element in the population, cluster sampling offers a time and cost efficient way to sample a population that is spread across a large geographic area(1).



 

Example

Suppose you needed to obtain a sample of 2,000 American families. Suppose that a listing of every family in the United States is available and a sample of 2,000 families can be taken from simple random sampling. Households would be spread throughout most counties in the United States. Cluster sampling would allow you to draw a sample of 50 counties from across the United States and then take a sample of 3000 households from within the sample of counties(2). The advantage of this technique is households would be spread only within these 50 counties.



 

Types of Area Probability Sampling

Clusters can be selected by a variety of sampling techniques and there can be multiple stages of cluster sampling.