The element that differentiates between stratified and quota sampling techniques is
Randomness in the drawing of units
Sampling is a crucial step in research where a subset of the population is selected to represent the entire group. Different sampling techniques exist, broadly categorized into probability and non-probability sampling. Stratified sampling is a probability technique, while quota sampling is a non-probability technique. The question asks for the key element that differentiates these two methods.
Stratified sampling involves dividing the entire population into distinct subgroups called strata. These strata are formed based on shared characteristics relevant to the study, such as age, gender, income level, or geographical location. The goal is to create strata that are internally homogeneous (individuals within a stratum are similar) and externally heterogeneous (strata are different from each other). After forming strata, a random sample is selected independently from each stratum. The size of the sample from each stratum can be proportional to the stratum's size in the population (proportional stratification) or based on other criteria (disproportionate stratification). The key step is the random selection within each stratum.
Quota sampling also involves dividing the population into subgroups based on specific characteristics, similar to stratification. However, instead of randomly selecting individuals from these subgroups, the researcher sets a 'quota' for each subgroup. For example, an interviewer might be instructed to survey 50 men and 50 women. The interviewer then goes out and finds individuals who fit these criteria until the quota for each group is filled. The selection of individuals within each quota is typically non-random and left to the discretion of the interviewer or researcher, often based on convenience or accessibility.
Let's analyze the options provided in the context of stratified and quota sampling:
The most significant distinction lies in the selection process after the population has been categorized. Stratified sampling uses probability sampling (random selection within strata), ensuring every unit within a stratum has a known, non-zero chance of being selected. Quota sampling uses non-probability sampling (non-random selection within quotas), meaning the selection is subjective and not based on chance.
Here is a table summarizing the key differences:
| Feature | Stratified Sampling | Quota Sampling |
|---|---|---|
| Classification | Probability Sampling | Non-Probability Sampling |
| Population Division | Into Strata (homogeneous subgroups) | Into Quotas (subgroups based on characteristics) |
| Selection within Subgroups | Random Selection | Non-Random Selection (based on convenience, interviewer judgment) |
| Goal of Selection | Ensure representation of subgroups proportionally or disproportionately through random means | Meet predetermined numbers (quotas) for each subgroup using available individuals |
| Bias Risk | Lower risk of selection bias due to randomness | Higher risk of selection bias due to non-randomness |
Therefore, the presence or absence of randomness in selecting units after the population is divided into groups is the core element that distinguishes stratified sampling from quota sampling.
Based on the analysis of the sampling techniques and the options provided, the element that differentiates between stratified and quota sampling techniques is the randomness in the drawing of units.
| Term | Definition | Relevance to Question |
|---|---|---|
| Population | The entire group of individuals, objects, or events being studied. | The source from which samples are drawn. |
| Sample | A subset of the population selected for the study. | Both techniques involve selecting a sample. |
| Probability Sampling | Techniques where every unit in the population has a known, non-zero chance of being selected. | Stratified sampling is a type of probability sampling. Randomness is key. |
| Non-Probability Sampling | Techniques where the selection probability of units is unknown. Selection is not random. | Quota sampling is a type of non-probability sampling. Lack of randomness is key. |
| Stratum (plural: Strata) | Homogeneous subgroup of the population in stratified sampling. | Population is divided into strata in stratified sampling. |
| Quota | A predetermined number of units to be selected from a subgroup in quota sampling. | Population is divided for setting quotas in quota sampling. |
| Random Selection | Selecting units purely by chance, where each unit has an equal or known probability of selection. | The differentiating factor: Present in stratified, absent in quota. |
Understanding the difference between probability and non-probability sampling is crucial in research methodology. Probability sampling methods like simple random sampling, systematic sampling, stratified sampling, and cluster sampling are preferred when the goal is to make statistically valid inferences about the entire population (generalizability). They minimize selection bias because every unit has a chance of being included.
Non-probability sampling methods like convenience sampling, purposive sampling, snowball sampling, and quota sampling are often used in exploratory research, qualitative studies, or when probability sampling is not feasible or cost-effective. While easier and faster to implement, they are prone to selection bias, and the findings may not be generalizable to the broader population.
The choice between stratified and quota sampling often depends on the research objectives, available resources, and the required level of representativeness. Stratified sampling provides better control over representation of subgroups and allows for more precise population estimates, but requires a complete sampling frame and more effort in random selection. Quota sampling is faster and cheaper but sacrifices the ability to generalize findings with statistical confidence due to the lack of randomness.
Match List I with List-II: List I gives sampling methods while List II provides their description.
List I | List II |
(Sampling method) | (Description) |
(A) Stratified sampling | (I) The units/members are chosen to represent various areas of characteristics so defined |
(B) Cluster sampling | (II) Every unit had an independent and equal chance of being picked up |
(C) Systematic sampling | (III) The units are groups and are chosen intact |
(D) Dimensional sampling | (IV) The members are selected using the interval obtained by N/n – the N = Aggregate, n = desired sub-aggregate |
Identify the probability sampling procedures from the following:
A. Quota sampling
B. Stratified sampling
C. Dimensional sampling
D. Cluster sampling
E. Systematic sampling
Choose the correct answer from the option given below:
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 :
In the process of drawing a random sampling which of the following process is in order of sequence?
An investigator wants to conduct a study on politically active student-leaders in educational institutions. Which of the following methods of sampling would be most appropriate?