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Setting Up Two-Group Experiments
Research Methods in Psychology · Chapter 12: Experimental Design FundamentalsSection 12.4 · lesson 73 of 949 min · free with a free account
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In this lesson
The simplest experimental architecture and the questions it can answer.
- Describe posttest-only and pretest-posttest structures
- Weigh the strengths and weaknesses of each variant
- Choose a variant from the question and the constraints
- Name what a two-group design cannot do
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Everything said in the video, section by section (1,209 words). Read along, or search it.
Experimental Design Fundamentals
Setting Up Two-Group Experiments
You can build an experiment out of almost nothing, and it will still work. This section is about that minimum, the two-group experiment. By the end you will describe both of its structures. The posttest-only version, and the pretest posttest version. You will identify the strengths and weaknesses of each variant. You will apply random assignment correctly to a two-group design. You will recognize the threats these designs do, and do not, protect against. And you will choose between the variants using the question and the practical constraints.
The Minimum Viable Experiment
Why Start with Two Groups
The two-group experiment is the smallest design that can support a causal inference. Take away anything, and the inference stops working. It contains exactly three things. One independent variable, manipulated across two levels. Random assignment of participants between those two levels. And a measured outcome. That is it. Nothing else is required for a valid causal claim. And despite its simplicity, this design underlies a remarkable share of published research. So understanding it well is both a starting point and a foundation. Every more complex design in this chapter is an elaboration of it.
Two Variants
Measured Once, or Measured Twice
Two-group experiments come in two basic forms. The distinction is a single question. Are participants measured before the manipulation, as well as after? In the posttest-only form, you assign at random, treat, and measure once. In the pretest posttest form, you measure first. Then assign at random, treat, and measure a second time. One extra measurement occasion. That is the whole structural difference. But it changes what you can verify, what you can compute, and what you risk. So the choice is not cosmetic.
Variant One
The Posttest-Only Design
Take the posttest-only design first. Participants are randomly assigned to one of two conditions. They are exposed to their assigned treatment. Then the dependent variable is measured. There is no measurement beforehand at all. That means the logic of this design depends entirely on random assignment. Because participants are placed into conditions by chance, any difference afterwards has one home. It can be attributed to the manipulation, rather than to pre-existing differences. The design is efficient and fast. It also avoids all the complications that pretesting brings with it. What it gives up is participant-level information about how much each individual changed.
Variant Two
The Pretest-Posttest Design
Now the pretest posttest design. Participants are measured on the dependent variable before the manipulation. They are randomly assigned, exposed to the treatment, and measured again afterward. That extra occasion buys three things. First, the researcher can verify that random assignment produced equivalent groups at baseline. You are no longer trusting the procedure. You are checking it. Second, change scores can be computed for each participant individually. Subtract the pretest from the posttest, and you have a personal effect size. Third, pretests enable stratified analysis. You can examine whether the treatment works differently for people who started high or low.
Head to Head
Strengths and Weaknesses
Put the two variants side by side. Posttest-only is simple, with fewer measurement occasions. It avoids testing effects, and it is ideal when pretesting is impractical or sensitizing. Against that, it cannot verify baseline equivalence. It cannot compute individual change, and it has less power for small effects. Pretest posttest allows verification of baseline equivalence. It supports the analysis of change, and it is useful when sample size is modest. Against that, the pretest may sensitize participants. Testing effects can inflate apparent change, and the design needs more time and resources. Notice that neither column is a winner. Each strength has a matching cost.
The Hidden Cost
Pretest Sensitization
Sensitization deserves a closer look, because it is easy to underestimate. Asking participants about a topic before the manipulation can change how they respond to it. Consider a questionnaire about racial attitudes, given before the study proper. It may prime participants to think about the topic in ways they otherwise would not. That alters their reactions to the material that follows. The measurement has become part of the manipulation. So when sensitization is likely, a posttest-only design is usually preferable. But when the dependent variable is stable, and measurement is unobtrusive, the calculation flips. Then the pretest adds information without introducing distortion.
Choosing
Four Considerations
Four considerations settle the choice in practice. The first is sample size. Smaller samples benefit more from a pretest, because it improves statistical power. It does that by accounting for individual differences already present. The second is the sensitivity of the topic. If pretesting is likely to alter responses, posttest-only avoids that contamination. The third is the stability of the outcome. Stable outcomes can usefully be pretested. Volatile outcomes produce noisy pretests, which reduce precision rather than improve it. The fourth is whether you need to verify the random assignment itself. When samples are modest, or stakes are high, that check is worth the extra session.
Power
Why a Pretest Buys Precision
One term in that list deserves a definition, because it recurs everywhere. Statistical power is the probability that a study will detect an effect. An effect of a specified size, assuming one truly exists. So a low powered study can miss a real effect entirely, and often does. A pretest raises power by a specific mechanism, worth understanding. It lets the analysis account for individual differences that were already there. Removing that variation from the comparison makes a real effect easier to see. Which is why the pretest matters most in small samples. With a large sample, random assignment alone already produces near-equivalent groups. So the extra measurement earns less, and may not be worth its cost.
The Boundary
What Two-Group Designs Cannot Do
The two-group experiment is powerful, and it is bounded. Knowing the boundary is what stops you from over-claiming. It can establish that a manipulation produced a difference between conditions. But it cannot decompose that difference into underlying mechanisms. It can compare an active treatment against a single comparison. But it cannot examine how the treatment interacts with other variables. And it can show that an effect exists. But it cannot reveal a dose response relationship across multiple levels of the independent variable. For those questions you need more conditions. That is the job of the multi-group designs and the factorial designs later in this chapter.
Not a Stepping Stone
The Case for Staying Simple
Researchers sometimes treat the two-group design as a stepping stone. Something to outgrow, and replace with something more complex. In practice, it remains the right tool for many of the questions psychology asks. Does an intervention work? Does a manipulation produce a predicted shift? Does the presence of a stimulus change behavior? Every one of those is a two-group question. And here is the comparison worth remembering. A clean two-group experiment, with strong randomization and adequate power, is often more informative. More informative than an over-specified design with underpowered cells. Complexity that outruns your sample size is not sophistication. It is noise.
Vocabulary
The Terms This Section Depends On
Four terms carry most of the weight in this section. Baseline equivalence is two groups being statistically similar on the outcome measure. Similar before the manipulation begins, not after. Pretest sensitization is the risk that taking a pretest changes later responses. It is the reason a more informative design can sometimes be the worse choice. A change score is computed by subtracting the pretest from the posttest. One number per participant, rather than one number per group. And statistical power is the probability of detecting a real effect of a given size. Hold those four, and the rest of the chapter has somewhere to attach.
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