Sample, Universe, Population
Sample, Universe, Population
Sample
A sub-section of the population a representation of the population inference is generalized
Process of Sampling
- Define the population
- Develop Sampling Frame
- Select a Samling Method
- Determine sample size
- Execute the sampling process
Sampling Population Sample
Sampling Techniques
- Fixed vs sequential
- Probability vs non-probability
- Attributes vs
Probability Sampling vs Non-probability Sampling
Probability | Non-probability |
---|---|
Every element has a chance of being in the sample | not equal chance |
sample is random | sample is chosen by researcher according to their convenience |
representative of the population | not representative |
graph TB A(Sampling Methods) A-->B(Probability) A-->C(Non Probability) B-->Z(Simple Random
Simple Stratified
Cluster
Systematic) C-->X(Purposive
Snowball
Convenience)
Simple random
Stratified random sampling
builds up from simple random divides the population into groups depending on characteristic. groups = stratas and then random sampling is performed (Each subject only one strata; different stratas can have different number of subjects)
Cluster Random Sample
A cluster is obtained by first dividing the population into randomly chosen sub-groups (clusters) a random assortment of clusters = the sample in stratified - there is no common characteristic needed
Systematic Sampling
Every k th element This method simply involves selecting participantsย at a set interval, starting from aย random point.