AQA · A-Level · Psychology
Course version: 7182-2025 · Exams from 2027
Experimental designs: repeated measures, independent groups, matched pairs.
Full specification wording
Scientific processes: Experimental designs: repeated measures, independent groups, matched pairs.
With repeated measures the same people take part in every condition, so participant variables are held constant and half as many people are needed.
Checked against the AQA 7182-2025 specification (opens in a new tab) on .
- Point 5 of 17
- 4 key terms
Study notes
From the checked teaching notes for this specification point.
The idea
With repeated measures the same people take part in every condition, so participant variables are held constant and half as many people are needed. The price is order effects such as practice, fatigue and boredom, which counterbalancing addresses, and a higher risk of demand characteristics. In an independent groups design a different set of people does each condition: no order effects, but individual differences now sit between the groups and could produce the result on their own, so allocation is randomised and twice as many participants are recruited. A matched pairs design tests different people who have been paired on variables relevant to the DV, such as age or IQ, splitting each pair across conditions, which takes time and is never perfect outside identical twins.
What earns the marks
- Describes each design in terms of who does which condition.
- Gives the strength of repeated measures as control of participant variables and fewer participants needed.
- Gives the limitation of repeated measures as order effects, with counterbalancing named as the control, and demand characteristics.
- Gives the independent groups trade-off: no order effects, but participant variables between groups, controlled by random allocation.
- Describes matched pairs as pairing on a relevant variable, combining the benefits, but time-consuming and imperfect.
Common mistakes and how to put them right
Saying matched pairs uses the same participants twice.
Put it right: It uses different people who have been paired.
Claiming counterbalancing removes order effects rather than balancing them across conditions.
Claiming counterbalancing controls demand characteristics.
Put it right: It only addresses order effects.
Listing textbook strengths that do not fit the scenario, for example recommending repeated measures when the task cannot be repeated.
Confusing random allocation, which assigns people to conditions, with random sampling, which selects them in the first place.
Exam tips
- Justification questions want the reason tied to the stem: if the task cannot be done twice, say so and choose independent groups.
- Name the specific control for the weakness you raise, because the mark is usually for the remedy.
- In a design question, state the design, then the conditions, then how participants are allocated.
Try the lesson
The start of the Scientific processes: Experimental designs: repeated measures, independent groups, matched pairs. lesson, made from checked teaching notes for this specification point.
Have a go first
A researcher wants to test the effect of a new energy drink on reaction times. They recruit 20 participants and randomly allocate 10 to drink the energy drink and 10 to drink water. Which experimental design is being used?
Listen
With repeated measures the same people take part in every condition, so participant variables are held constant and half as many people are needed. The price is order effects such as practice, fatigue and boredom, which counterbalancing addresses, and a higher risk of demand characteristics. In an independent groups design a different set of people does each condition: no order effects, but individual differences now sit between the groups and could produce the result on their own, so allocation is randomised and twice as many participants are recruited. A matched pairs design tests different people who have been paired on variables relevant to the DV, such as age or IQ, splitting each pair across conditions, which takes time and is never perfect outside identical twins. A strong answer earns marks for these points. Describes each design in terms of who does which condition. Gives the strength of repeated measures as control of participant variables and fewer participants needed. Gives the limitation of repeated measures as order effects, with counterbalancing named as the control, and demand characteristics. Gives the independent groups trade-off: no order effects, but participant variables between groups, controlled by random allocation. Exam tip: Justification questions want the reason tied to the stem: if the task cannot be done twice, say so and choose independent groups.
Key words
Say what each word means before you turn the card.
Order effects
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Participant variables
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Random allocation
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Counterbalancing
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See every definition
- Order effects
- Effects such as practice, fatigue and boredom that arise when the same people take part in every condition, which counterbalancing addresses.
- Participant variables
- Individual differences that are held constant with repeated measures but sit between the groups in an independent groups design and could produce the result on their own.
- Random allocation
- The control used in an independent groups design, where a different set of people does each condition, to deal with participant variables between the groups.
- Counterbalancing
- The control named for order effects, balancing them across conditions rather than removing them.
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