- Home
- Courses
- Edexcel A-Level Maths
- Data Collection
- Non-Random Sampling
Non-Random Sampling
Sometimes a random sample is impractical, so non-random methods are used. The two you need are quota sampling and opportunity (convenience) sampling — quick and cheap, but more prone to bias.
What you'll be able to do
- Describe quota sampling
- Describe opportunity (convenience) sampling
- Compare them with random methods
- Recognise sources of bias
Quota sampling
The interviewer is told to select a fixed from each group (e.g. 20 men and 20 women) but chooses the actual individuals themselves. It does not need a sampling frame and is quick, but the interviewer’s choices can introduce bias.
Opportunity (convenience) sampling
You sample whoever is at the time — for example asking passers-by. It is the easiest and cheapest method but is the most likely to be and biased.
Tip — Opportunity sampling = “whoever is convenient”. Fast, but the least reliable for fair conclusions.
Random vs non-random
Random methods reduce bias but need a sampling frame and more effort. Non-random methods are faster and cheaper and work without a frame, at the cost of representativeness. The right choice depends on the situation.
Formula recap
Common mistakes to avoid
Key takeaways
- Quota: a fixed number from each group, chosen by the interviewer (no frame needed).
- Opportunity: sample whoever is available — easiest but most biased.
- Non-random methods trade representativeness for speed and cost.
Test yourself
Answer a few questions, then review anything you missed.
Keep practising
Start with the quiz above to check the key ideas. You can also choose another topic from the practice library.
Related lessons
All 5 lessons- Same chapterPopulations and SamplesUnderstanding the difference between populations and samples.
- Same chapterSamplingUnderstanding different sampling methods and their applications.
- Same chapterTypes of DataUnderstanding different types of data including qualitative and quantitative.
Put the methods into practice: see how A-Level maths duels work. An account is required to play; the overview and sample are public.