For: Readers planning a first behavioural study or trying to understand a paper’s design.
Begin here
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Motivation
The inspected motivation lecture translates informal claims into population quantities. Use that move to state what a proposed behavioural comparison would estimate.
A useful experiment begins with a question narrow enough to make a comparison possible. “Does distraction harm learning?” leaves several choices hidden. In an original planning example, compare studying the same word list with phone notifications enabled or disabled, then test recall after a specified delay. Name the participants, conditions, outcome and time point. This does not assume that the answer will favour either condition.
The first lecture helps with one part of that translation: turning a verbal claim into a population quantity. A difference in average recall is a possible target, but so is the proportion reaching a defined threshold. These are different questions. Write the target in ordinary language before choosing a statistical test. The videos on variable types and sampling statistics explain why the recorded data and the target quantity must fit together. NPTEL course and ordered lectures.
An experiment changes a condition; an observational comparison records differences that already exist. In the notification example, simply comparing people who habitually silence their phones with people who do not would leave other explanations open. The Experiment Basics chapter explains manipulation and confounding. Specify what should be held comparable, including study material, delay and instructions, and identify anything that the manipulation might unintentionally change.
Next decide whether each participant experiences one condition or both. Separate groups avoid learning the same material twice, but people differ before the study begins. A repeated-measures design compares each person with themselves, while introducing practice, fatigue and carryover. Random allocation concerns assignment to conditions; random sampling concerns who enters the study. Neither term is a substitute for describing the actual procedure. The design chapter explains these distinctions and the role of counterbalancing. Randomisation does not promise identical groups in a particular small sample.
Now work forwards to the result. What difference would matter? How noisy might recall scores be? What precision or power would be useful under explicit assumptions? Tangirala’s power examples let you vary these ingredients, rather than treating a sample-size calculation as a guarantee. Plan how missing observations and exclusions will be handled, and distinguish a planned analysis from an exploration suggested by the results.
For the exercise, write a one-page protocol without recruiting anyone. Give two plausible reasons, other than the proposed learning mechanism, for a difference between conditions. Revise the comparison to address one of them and state which uncertainty remains. Finish with a mock results sentence that includes the estimated difference and its interval. This reveals whether the proposed observations can answer the question you actually asked. It is a design rehearsal; research involving participants also needs appropriate ethical review and consent.
Build the connection
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Lecture 07 : Variables and Types of Data
Define the observations. The variable-types examples help distinguish a category, a rank and a numerical measurement before choosing a summary.
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Lecture 06 : Objectives, Steps and Basic Definitions
Specify the population. The sample/population distinction helps keep the people observed separate from the people a claim concerns.
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Hypothesis testing of means
Choose a comparison. The paired-data example makes it possible to contrast repeated measurements with separate groups.
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Statistics for Variance and Proportion
Choose the target quantity. Examples involving means, variances and proportions show why the research question should determine the parameter.
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Power of hypothesis test
Define a meaningful effect. The power example requires a specified alternative rather than an arbitrary sample size.
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Factors affecting hypothesis test
Examine planning assumptions. Changing noise, sample size and effect size shows which assumptions drive the proposed design.
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Confidence interval construction
Plan an informative estimate. Interval construction encourages planning for uncertainty, not only for a threshold-crossing result.
Write the comparison before the test
Draft a one-page notification-and-recall study on paper. State the population, conditions, timing, primary outcome, target difference, allocation procedure and missing-data rule. Name two alternative explanations and one remaining limit. Do not recruit participants for this exercise.
Exercise or methods at source ↗Read alongside
- Experiment Basics
Read for manipulation, confounding and the distinction between internal and external validity.
- Experimental Design
Compare separate-group and repeated-measures designs, random allocation and carryover.
Next step
Take the proposed outcome to the measurement guide, then use the power lectures to vary at least two planning assumptions.
Limits of this route
The video descriptions were checked against identified official-transcript excerpts, not complete viewing. An accessible official media endpoint is not evidence that every frame played. Teaching examples are not independent validation of the underlying scientific or clinical claims. The protocol example is original and hypothetical; the sources do not test this notification intervention.
Sources and editorial check · 2026-11-07
Specific primary reading passages and each selected video’s identified official-transcript excerpts; full viewing and scientific peer review are not claimed.
Checked by agent. This is not human peer review.
- Experiment Basics — Research Methods in Psychology
- Experimental Design — Research Methods in Psychology
- Experimental Design — Within-subjects experiments and carryover
- Motivation
- Lecture 07 : Variables and Types of Data
- Lecture 06 : Objectives, Steps and Basic Definitions
- Hypothesis testing of means
- Statistics for Variance and Proportion
- Power of hypothesis test
- Factors affecting hypothesis test
- Confidence interval construction