Which of the following techniques is NOT covered under non-probability sampling?
Understanding sampling techniques is crucial in research as it determines how participants or data points are selected from a larger population. Sampling methods are broadly categorized into two main types: probability sampling and non-probability sampling.
The key difference lies in whether every member of the population has a known, non-zero chance of being selected for the sample.
Let's examine each technique listed in the options:
The question asks which technique is NOT covered under non-probability sampling. Based on the analysis:
Therefore, the technique that does not belong to the non-probability category is Stratified random sampling, as it is a probability sampling method.
| Sampling Technique | Type | Description |
|---|---|---|
| Stratified Random Sampling | Probability | Population divided into strata, random sample from each. |
| Purposive Sampling | Non-Probability | Researcher selects based on judgment/criteria. |
| Incidental (Convenience) Sampling | Non-Probability | Researcher selects easily available participants. |
| Quota Sampling | Non-Probability | Samples selected to meet quotas for subgroups, selection often non-random. |
| Concept | Key Point |
|---|---|
| Probability Sampling | Random selection; allows generalization; examples: Simple Random, Stratified, Systematic, Cluster. |
| Non-Probability Sampling | Non-random selection; does not allow generalization; examples: Purposive, Convenience, Quota, Snowball. |
Choosing the right sampling technique depends heavily on the research question, available resources, and desired level of generalizability. Probability sampling is preferred when the goal is to make statistically valid inferences about a population. Non-probability sampling is often used in qualitative research, exploratory studies, or when probability sampling is not feasible. It's important for researchers to clearly state the sampling method used and its implications for the study's findings.
Further types of probability sampling include Systematic Sampling (selecting every nth unit after a random start) and Cluster Sampling (dividing population into clusters, randomly selecting clusters, and sampling all or some units within selected clusters).
Other non-probability methods include Snowball Sampling (participants recruit further participants) and Expert Sampling (selecting individuals with known expertise).
If a sample survey of the same 100 households is conducted in a particular village, annually for five years, the data so collected will be described as :
The element that differentiates between stratified and quota sampling techniques is
List I contains the characteristics of a validity measure and List II the type of validity. Match List I and List II and choose the correct answer from the code given below.
List I (Characteristic of validity measure) | List II (Type of validity) | ||
(a) | Measure of product or performance | (i) | Content validity |
(b) | Measure of unobservable psychological entity | (ii) | Predictive validity |
(c) | Measure of representation of substantive knowledge structure | (iii) | Concurrent validity |
(d) | Extent of agreement between two measures | (iv) | Construct validity |
Identify from the list of characteristics given below these which are related to a good hypothesis in a research:
a) Simplicity of explanation
b) Plausibility of explanation
c) Highly difficult to verify the postulated relations
d) Not related to an existing theory
e) Relationship formulated among variables having conceptual clarity
Choose the most appropriate answer from the options given below:
Given below are two statements: One is labelled as Assertion A and the other is labelled as Reason R
Assertion A): Concurrent validity coefficients are generally higher than predictive validity coefficient
Reason R): This does not mean that the test with higher validity coefficient is more suitable for a given purpose
In the light of the above Statements, choose the most appropriate answer from the options given below: