Sampling Methods | Complete Questions & Correct
Answers (Chamberlain College of Nursing)
Questions and Answers
Q1. What is the purpose of using sampling in research rather than surveying an entire
population?
A1. Sampling allows researchers to study a manageable group of participants rather than
an entire population, which may be too large, expensive, or time-consuming to survey
completely. A well-chosen sample provides reliable insights that represent the population
while reducing cost and effort.
Q2. Define simple random sampling and provide an example.
A2. Simple random sampling is a method where every individual in the population has an
equal chance of being selected. For example, assigning numbers to all students in a class
and randomly drawing names from a hat ensures each student has the same probability of
selection.
, Q3. What is stratified sampling, and why is it useful in nursing research?
A3. Stratified sampling involves dividing a population into subgroups (strata) based on
shared characteristics (e.g., age, gender, diagnosis) and then sampling from each subgroup.
In nursing research, it ensures representation of all important groups, improving accuracy
when comparing health outcomes across demographics.
Q4. Explain systematic sampling with an example.
A4. Systematic sampling selects every kth individual from a list after choosing a random
starting point. For example, if a hospital has 1,000 patients and a researcher needs 100,
they could select every 10th patient from a randomly chosen starting number.
Q5. Describe cluster sampling and provide a nursing-related example.
A5. Cluster sampling divides a population into clusters (groups), then randomly selects
entire clusters for study. For example, instead of sampling individual patients from all
hospitals in a city, a researcher might randomly select 3 hospitals (clusters) and include all
patients from those hospitals.
Q6. Compare the advantages and disadvantages of stratified and cluster sampling.
A6. Stratified sampling improves accuracy by ensuring representation of subgroups but
can be time-consuming and requires detailed population data. Cluster sampling is more
convenient and cost-effective, especially for large populations, but may introduce bias if
selected clusters are not truly representative.