
Sampling Course
Master the full spectrum of sampling theory and practice, from simple random sampling to complex multistage designs. This course equips you with the statistical tools to design rigorous studies, calculate precise sample sizes, and produce credible estimates. Whether you work in research, data analysis, or policy, you will gain the expertise to make defensible sampling decisions.
What you will learn:
This course covers every major sampling method used in professional research, including simple random, stratified, cluster, and multistage designs, as well as non-probability approaches such as quota and snowball sampling. You will learn how to construct sampling frames, calculate sample sizes, and apply design-based weights to your data. The course also addresses survey instrument design, non-response strategies, and variance estimation techniques for complex samples. You will practise handling missing data through imputation and interpreting results with correct inferential statements. By the end, you will be able to plan, execute, and communicate a complete sampling study from start to finish.
How you study in practice Sampling Course
How you practise Sampling Course
For companies looking to train their teams
With Dedika for businesses, the course includes exercises and examples tailored to your company and its specific needs.
Course content
8 Chapters • 38 LessonsDuration between 4 and 360 hours (you decide)
Chapter 1HideHide detailsSee detailsFoundations of Sampling Theory
Foundations of Sampling Theory
Lesson 1 • Overview of Sampling Design Types
Maps the landscape of probability and non-probability designs at a high level. Prepares students to choose appropriate methods in later chapters.
Lesson 2 • Populations and Samples Defined
Clarifies the distinction between a target population and a drawn sample. Establishes vocabulary used throughout all subsequent sampling decisions.
Lesson 3 • Sampling Error and Bias
Differentiates random sampling error from systematic bias and explains their impact on conclusions. Provides a basis for evaluating sample quality throughout the course.
Lesson 4 • Core Statistical Concepts for Sampling
Introduces probability, variability, and distribution concepts essential for understanding sampling behaviour. Connects descriptive statistics to inferential goals.
Chapter 2HideHide detailsSee detailsSimple Random and Systematic Sampling
Simple Random and Systematic Sampling
Lesson 1 • Estimating Parameters from SRS
Derives mean, proportion, and total estimators under SRS and computes their standard errors. Links estimation formulas to the concept of sampling distributions.
Lesson 2 • Constructing a Sampling Frame
Explains what a sampling frame is, how to build one, and common frame errors. A sound frame is the prerequisite for all probability sampling methods.
Lesson 3 • Comparing SRS and Systematic Efficiency
Evaluates relative efficiency, cost, and practical constraints of each method. Students select between SRS and systematic sampling for given scenarios.
Lesson 4 • Simple Random Sampling Mechanics
Covers lottery, random-number table, and software-based selection methods. Students execute SRS procedures and verify equal-probability selection.
Lesson 5 • Systematic Sampling Design
Introduces the skip-interval method and conditions under which it approximates SRS. Addresses periodicity risk and mitigation strategies.
Chapter 3HideHide detailsSee detailsStratified Sampling
Stratified Sampling
Lesson 1 • Post-Stratification and Weighting
Addresses adjusting weights after data collection when pre-stratification was incomplete. Introduces raking and calibration as practical correction tools.
Lesson 2 • Principles of Stratification
Explains why dividing a population into homogeneous strata reduces overall variance. Connects stratification logic to precision gains over SRS.
Lesson 3 • Proportional and Optimal Allocation
Contrasts proportional allocation with Neyman optimal allocation and cost-constrained variants. Students calculate stratum sample sizes under each rule.
Lesson 4 • Estimation in Stratified Designs
Derives the stratified mean, total, and proportion estimators with their standard errors. Demonstrates how stratum weights combine into population-level estimates.
Chapter 4HideHide detailsSee detailsCluster and Multistage Sampling
Cluster and Multistage Sampling
Lesson 1 • Design Effect and Sample Size Adjustment
Quantifies the design effect (DEFF) and uses it to inflate SRS sample size requirements. Students recalculate required sample sizes for clustered designs.
Lesson 2 • Probability Proportional to Size Sampling
Details PPS selection methods including systematic PPS and Lahiri's method. Demonstrates how PPS achieves self-weighting samples in unequal-cluster designs.
Lesson 3 • Two-Stage and Multistage Designs
Extends cluster sampling to two or more stages with subsampling within selected clusters. Addresses estimation complexity and variance decomposition across stages.
Lesson 4 • Cluster Sampling Logic and Trade-offs
Explains why clustering reduces travel and listing costs while increasing variance. Contrasts cluster sampling with stratified sampling conceptually.
Lesson 5 • Single-Stage Cluster Sampling
Covers equal-probability cluster selection and estimation of means and totals. Students apply unbiased estimators for single-stage designs.
Chapter 5HideHide detailsSee detailsNon-Probability Sampling Methods
Non-Probability Sampling Methods
Lesson 1 • Snowball and Network Sampling
Covers respondent-driven referral chains for hard-to-reach populations. Introduces respondent-driven sampling as a probabilistic extension of snowball methods.
Lesson 2 • Theoretical and Purposeful Sampling in Qualitative Research
Addresses maximum variation, deviant case, and theoretical saturation strategies. Connects non-probability logic to qualitative research validity standards.
Lesson 3 • Evaluating Non-Probability Sample Quality
Provides criteria for assessing rigour when probability sampling is absent. Students apply transparency and fitness-for-purpose standards to non-probability designs.
Lesson 4 • Convenience and Purposive Sampling
Describes availability-based and judgment-based selection and their inherent bias risks. Identifies research contexts where these methods are defensible.
Lesson 5 • Quota Sampling
Explains how quota controls mimic stratification without random selection. Compares quota sampling to stratified probability sampling in terms of validity.
Chapter 6HideHide detailsSee detailsSample Size Determination
Sample Size Determination
Lesson 1 • Sample Size for Proportions
Adapts the size formula for binary outcomes and addresses the conservative p=0.5 assumption. Students compute sizes for single and multiple proportions.
Lesson 2 • Adjustments for Complex Designs
Applies design effect multipliers and non-response inflation to base sample size calculations. Integrates stratification and clustering adjustments from prior chapters.
Lesson 3 • Power Analysis for Hypothesis Testing
Links sample size to statistical power, effect size, and Type I and Type II error rates. Students use power curves to justify sample sizes for comparative studies.
Lesson 4 • Precision-Based Sample Size for Means
Derives the sample size formula for estimating a population mean within a specified margin of error. Requires knowledge of variance estimation from earlier chapters.
Lesson 5 • Pilot Studies and Iterative Refinement
Uses pilot data to update variance estimates and refine final sample size decisions. Covers sequential and adaptive sample size revision approaches.
Chapter 7HideHide detailsSee detailsSurvey Instruments and Data Collection
Survey Instruments and Data Collection
Lesson 1 • Modes of Data Collection
Compares in-person, telephone, mail, and web-based modes on cost, coverage, and response quality. Students select modes appropriate to their sampling frame and population.
Lesson 2 • Non-Response and Follow-Up Strategies
Identifies unit and item non-response sources and designs follow-up protocols to reduce them. Links non-response rates to bias risk established in Chapter 1.
Lesson 3 • Questionnaire Design Principles
Covers question wording, response scale construction, and order effects. Connects instrument quality to the accuracy of sampled data.
Lesson 4 • Interviewer Training and Quality Control
Establishes protocols for training interviewers and monitoring data collection quality. Addresses interviewer effects as a source of measurement error.
Lesson 5 • Pretesting and Cognitive Testing
Uses cognitive interviews and pilot pretests to identify instrument flaws before full deployment. Produces a revised, validated instrument ready for the field.
Chapter 8HideHide detailsSee detailsEstimation, Weighting, and Inference
Estimation, Weighting, and Inference
Lesson 1 • Handling Missing Data and Imputation
Distinguishes missing-at-random from not-missing-at-random mechanisms and applies hot-deck and multiple imputation methods. Evaluates imputation impact on estimates.
Lesson 2 • Constructing Survey Weights
Derives base weights from selection probabilities and applies non-response and calibration adjustments. Builds on stratification and clustering concepts from earlier chapters.
Lesson 3 • Variance Estimation for Complex Samples
Covers Taylor linearisation, balanced repeated replication, and jackknife methods for variance estimation. Students select the appropriate method for their design.
Lesson 4 • Reporting and Communicating Results
Structures survey reports with appropriate precision statements, limitations, and design disclosures. Translates technical estimates into accessible findings for diverse audiences.
Lesson 5 • Confidence Intervals and Hypothesis Testing
Constructs design-based confidence intervals and applies t-tests and chi-square tests to survey data. Addresses degrees-of-freedom adjustments for complex designs.
Your valid completion certificate
This course is for you:
Survey researchers: need rigorous methods to back up their study designs.
Public health analysts: must draw valid samples from hard-to-reach populations.
Market researchers: want to move beyond convenience samples into credible probability designs.
Graduate students: building a methodological foundation for thesis or dissertation work.
Policy analysts: need to evaluate whether data behind recommendations is trustworthy.
Data professionals: transitioning into research roles requiring formal sampling knowledge.
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