Research Methods & Study Design - Complete Interactive Lesson
Part 1: Variables, Sampling & Study Types
Research Methods & Study Design
Part 1 of 4 — Variables, Sampling & Study Types
Types of Variables
| Variable Type | Definition | Example |
|---|---|---|
| Independent Variable (IV) | What the researcher manipulates | Drug dose, light exposure, temperature |
| Dependent Variable (DV) | What the researcher measures as an outcome | Patient recovery time, test score, enzyme activity |
| Confound Variable | Unmeasured/uncontrolled variable affecting DV | Age, baseline health status, observer bias |
Sampling Methods
| Method | Description | Bias Risk |
|---|---|---|
| Random Sampling | Every participant has equal chance | Low bias; representative |
| Convenience Sampling | Easiest to access (first n patients) | High bias; may not represent population |
| Stratified Sampling | Divide population into groups, sample proportionally | Lower bias than convenience |
| Matched Sampling | Match participants on key variables | Controls specific confounds; less effective than randomization |
Study Types (by Causation Inference)
| Type | Design | Causation Evidence |
|---|---|---|
| Experimental (RCT) | Researcher manipulates IV, randomly assigns | Strongest |
| Quasi-Experimental | Researcher manipulates IV, no randomization | Moderate |
| Correlational | Researcher measures variables, finds association | Weak |
| Observational | Passive observation; no manipulation | Weak |
Key: Only random assignment (RCT) can establish causation by balancing confounds.
Variables & Sampling 🎯
Key Takeaways — Part 1
- IV = Independent Variable (what's manipulated); DV = Outcome (what's measured)
- Confound = Unmeasured variable that could influence DV
- Random Assignment ⟹ RCT ⟹ Strongest causation inference
- Convenience/Stratified Sampling ⟹ Observational ⟹ Weaker causation inference
- Matched Sampling controls specific confounds but not unknown ones (inferior to randomization)
Worked Examples — Variables, Sampling & Study Types
<details> <summary><b>Example 1: Separate IV and DV cleanly</b></summary>Question: Participants receive either 0 mg, 50 mg, or 100 mg caffeine, then complete a reaction-time test.
- Manipulated factor is caffeine dose.
- Measured outcome is reaction time.
IV: caffeine dose. DV: reaction time.
</details> <details> <summary><b>Example 2: Spot sampling bias</b></summary>Question: A stress survey recruits only pre-med students from one campus.
- Recruitment is convenience-based and narrow.
- Sample likely differs from general population.
Main issue: selection/sampling bias, reducing external validity.
</details> <details> <summary><b>Example 3: Distinguish observational from experimental</b></summary>Question: Researchers record average sleep and exam scores without assigning sleep schedules.
- No manipulation of sleep duration.
- No random assignment.
Design type: observational/correlational, not experimental.
</details>Part 2: Validity & Threats to Validity
Research Methods & Study Design
Part 2 of 4 — Validity & Threats to Validity
Types of Validity
| Validity Type | Definition | Example |
|---|---|---|
| Internal Validity | Causal inference: Did IV cause the DV? | Did drug (not age/diet) cause recovery? |
| External Validity | Generalizability: Do results apply beyond the study? | Do lab findings translate to real patients? |
| Construct Validity | Does the measurement actually measure what it claims? | Does IQ test truly measure "intelligence"? |
| Statistical Conclusion Validity | Are conclusions about relationships statistically sound? | Is the sample large enough to detect effect? |
Threats to Internal Validity
| Threat | What it is | Example |
|---|---|---|
| Confounding | Unmeasured variable causes apparent effect | Older patients recover faster (age ← good health status) |
| Selection Bias | Systematic differences in groups before study | Healthier patients self-select into treatment group |
| Attrition | Differential dropout in groups | Sicker subjects quit drug trial early |
| History | Environmental event affects all subjects | Epidemic changes disease prevalence during study |
| Maturation | Subjects change naturally over time | Patients improve due to aging, not treatment |
Threats to External Validity
| Threat | Impact |
|---|---|
| Limited Sample | Results may not generalize to other populations |
| Lab Conditions | Artificial environment ≠ real-world effects |
| Volunteer Bias | Volunteers differ from general population |
| Interaction with IV | Effect depends on specific conditions (works in winter, not summer) |
Solution: Randomization (internal validity) + Large diverse sample (external validity)
Validity & Threats 🎯
Key Takeaways — Part 2
- Internal Validity: Random assignment controls confounds (high IV = good study)
- External Validity: Representative sampling + diverse conditions enable generalization
- Construct Validity: Measurement must truly measure the construct intended
- Key Threats: Confounding, selection bias, attrition (internal); volunteer bias, lab conditions (external)
- Ideal Study: Randomized (strong internal) + Large diverse sample (strong external)
Worked Examples — Validity & Threats
<details> <summary><b>Example 1: Internal vs external validity</b></summary>Question: A tightly controlled inpatient trial shows strong results, but participants are all healthy young adults.
- Strong protocol control supports internal validity.
- Narrow participant profile limits generalization.
Result: high internal validity, weaker external validity.
</details> <details> <summary><b>Example 2: Identify attrition bias</b></summary>Question: In a weight-loss trial, dropout is 35% in treatment vs 8% in control.
- Unequal dropout changes who remains in each group.
- Final comparison can be biased.
Threat: attrition bias.
</details> <details> <summary><b>Example 3: Construct validity check</b></summary>Question: "Empathy" is measured only by number of social media comments posted.
- Metric may not map to the intended construct.
- Behavior proxy is weak and noisy.
Main concern: construct validity.
</details>Part 3: Blinding & Experimental Controls
Research Methods & Study Design
Part 3 of 4 — Blinding & Experimental Controls
Blinding in Studies
| Type | Who is Blinded? | Effect |
|---|---|---|
| No Blinding | Participants & researchers know treatment | Maximum placebo effect + researcher bias |
| Single-Blind | Participants don't know (researcher knows) | Reduces placebo effect; researcher may bias |
| Double-Blind | Both participants & researchers don't know | Gold standard; minimizes bias |
Mechanism of Placebo Effect: Brain expectation → neurotransmitter release → real physiological changes (30-40% of patients benefit from placebo alone)
Placebo & Control Groups
| Group | Purpose |
|---|---|
| Placebo Control | Isolates IV effect from placebo effect |
| Active Control | Compares new drug to gold-standard treatment (ethical) |
| No-Treatment Control | Measures natural recovery/maturation |
| Waitlist Control | Ethical alternative for beneficial treatments |
Example: Depression RCT
- Placebo group: 30% improve (placebo effect alone)
- Antidepressant group: 60% improve
- True drug effect = 60% − 30% = 30%
Types of Experimental Designs
| Design | Structure | Use Case |
|---|---|---|
| Within-Subjects | Same subjects in all conditions | Measures change pre-post (power maximized) |
| Between-Subjects | Different subjects per condition | No carryover effects; larger N needed |
| Factorial | Multiple IVs tested simultaneously | Efficiency; can detect interactions |
| Longitudinal | Follow subjects over time | Tracks development, long-term effects |
Carryover Effect: Practice in Condition A affects performance in Condition B. Randomize order or use between-subjects design.
Blinding & Controls 🎯
Key Takeaways — Part 3
- Double-Blind > Single-Blind > No Blinding (minimizes placebo effect + researcher bias)
- Placebo Control isolates IV effect by subtracting baseline placebo response
- Within-Subjects design increases power (subjects are own controls); risk of carryover effects
- Between-Subjects design avoids carryover; requires larger N
- MCAT Tip: Always check: Is the study blinded? Is there a placebo control? Could carryover effects bias results?
Worked Examples — Blinding & Experimental Controls
<details> <summary><b>Example 1: Why double-blind helps</b></summary>Question: In a pain trial, nurses who know treatment assignment rate pain outcomes more favorably for the drug group.
- Knowledge of assignment can influence ratings.
- Blinding raters removes expectancy effects.
Fix: use a double-blind design.
</details> <details> <summary><b>Example 2: Compute true treatment effect from placebo baseline</b></summary>Question: Placebo improves 25%; drug improves 55%.
- Total observed drug-group response includes placebo component.
- Subtract placebo baseline.
Estimated drug-specific effect: 30 percentage points.
</details> <details> <summary><b>Example 3: Carryover in within-subjects design</b></summary>Question: Subjects take memory test after caffeine in week 1 and after placebo in week 2. Scores improve in week 2.
- Practice effects can increase later scores independent of treatment.
- Order effects threaten interpretation.
- Counterbalancing or between-subjects design can reduce this issue.
Threat identified: carryover/order effect.
</details>Part 4: Sample Size, Ethics & Meta-Analysis
Research Methods & Study Design
Part 4 of 4 — Sample Size, Ethics & Meta-Analysis
Sample Size & Power
Larger sample → More power to detect true effects (↓β, Type II error)
| Factor | Effect on Power |
|---|---|
| Larger sample size | ↑ Power |
| Larger effect size | ↑ Power |
| Lower variability | ↑ Power |
| Higher α (0.05 vs 0.01) | ↑ Power |
Rule of thumb: Aim for 80%+ power (allow 20% ≤β).
Research Ethics (MCAT focus: Informed Consent, IRB)
| Principle | Requirement |
|---|---|
| Informed Consent | Subjects understand risks/benefits; voluntary participation |
| Beneficence | Maximize benefits; minimize harms |
| Justice | Fair distribution of risks/benefits; equitable access |
| IRB (Institutional Review Board) | Ethical review before study starts |
Special Populations: Extra protections for children, prisoners, cognitively impaired (cannot give true consent)
Vulnerable Populations: Cannot be excluded from research solely for "protection"; must justify any exclusion
Meta-Analysis
Combines data from multiple studies to increase statistical power.
Advantage: Large sample → more generalizable conclusions
Risk: Publication bias (only positive findings published)
| Issue | Impact |
|---|---|
| Heterogeneity | Studies differ in methods; may not combine |
| Publication Bias | Null findings ↓ published; overestimates effect |
| Quality Variation | Poor-quality studies can bias pooled analysis |
Forest Plot Interpretation: Vertical line at 1.0 (OR) means no effect; if confidence intervals cross it, effect not significant overall.
Sample Size, Ethics & Meta-Analysis 🎯
Key Takeaways — Part 4
- Sample Size: Larger N → More power (can detect small true effects)
- Power Goal: 80%+ (give ≤20% Type II error allowance)
- Informed Consent: Disclosure of risks/benefits; voluntary; ability to withdraw
- Vulnerable Populations: Include with extra protections, don't exclude
- Meta-Analysis: Combines studies for power, but publication bias can overestimate effects
- Forest Plots: If CI crosses 1.0 (OR), effect is not statistically significant
- MCAT Tip: Ethics questions focus on consent, IRB review, protection of vulnerable groups
Worked Examples — Power, Ethics & Meta-Analysis
<details> <summary><b>Example 1: Increase power in a weak study</b></summary>Question: Trial with n=40 per arm yields p=0.09 for a moderate effect.
- Small sample can underpower the test.
- Increasing n reduces standard error.
- Better power improves chance of detecting a true effect.
Most direct improvement: larger sample size.
</details> <details> <summary><b>Example 2: Informed consent essentials</b></summary>Question: A participant signs a form but was never told key side effects.
- Signature alone is insufficient.
- Valid consent requires meaningful disclosure and understanding.
Ethics issue: informed consent was inadequate.
</details> <details> <summary><b>Example 3: Read a forest plot threshold</b></summary>Question: Pooled odds ratio is 0.85 with 95% CI 0.62 to 1.10.
- For OR, null value is 1.0.
- CI crosses 1.0.
- Pooled effect is not statistically significant.
Interpretation: possible benefit, but inconclusive overall.
</details>