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What is a Factorial Design?
A factorial design = study with MORE than one independent variable (IV)
Each IV is called a factor
Each factor has levels (conditions)
Example:
IV 1: Pick-up line (cute vs direct)
IV 2: Scent (present vs absent)
👉 A 2 × 2 design =
2 variables
Each has 2 levels
Total conditions = 4
🔢 How to Count Conditions
Multiply levels of each variable
Examples:
2 Ă— 2 = 4 conditions
2 Ă— 3 = 6 conditions
2 Ă— 4 Ă— 3 = 24 conditions
đź§ Key Terms
Factor = Independent Variable
Level/Condition = version of the IV
Condition = combination of all IV levels
Example:
Training Type | Modality | Condition |
Training | Online | Training + Online |
Training + Coaching | In-person | Training + Coaching + In-person |
Types of Factorial Designs
True Experimental
All IVs are manipulated
Can determine cause-and-effect
Types of Factorial Designs
Hybrid Design
At least one IV is measured (not manipulated)
Example: gender, age
❌ Cannot claim causation for that variable
Cell Mean:
Mean for a specific condition
Example: Doll + Humorous
Marginal Mean:
Mean for one variable overall
Used to test main effects
Main Effects:
Effect of one IV on the DV
Looks at variables independently
👉 Uses marginal means
Example:
Does mood affect tipping? → main effect of mood
Interaction Effects:
When the effect of one IV depends on another IV
Key idea: “It depends…”
👉 Uses cell means
Example:
Best condiment depends on the food:
Chocolate sauce good for ice cream
Mustard good for hot dogs
❌ Mustard on ice cream = bad
 Important:
You can have:
Interaction WITHOUT main effects
Main effects WITHOUT interaction
Types of Interactions (know concept, not names)
Variables can combine in different ways:
Strengthen effect
Weaken effect
Reverse effect
👉 You don’t need to memorize specific names (like crossover)
ANOVA in Factorial Designs
Used instead of multiple t-tests
Why ANOVA?
Tests:
Main effect of IV #1
Main effect of IV #2
Interaction effect
👉 All in one test
What to Look For:
F-value
p-value (< .05 = significant)
Eta² (effect size)
How much variance is explained
 Follow-Up After ANOVA:
If main effect is significant → may need post-hoc tests
If interaction is significant:
Must interpret interaction first
Often best to graph results
Research Example (Pick-Up Line Study):
Findings:
Cute-direct lines > direct lines (main effect)
Scent improved effectiveness
Interaction: best results =
👉 Cute-direct + scent
Important Design Considerations:
Random assignment
Ethics
Control of variables
Use of confederates
Clear procedures (protocol)
Reliability:
Needed when multiple observers
👉 Type:
Inter-rater reliability
Are observers consistent?
Manipulation Check:
Confirms IV worked as intended
Example:
Ask participants:
Was the pick-up line “cute” or “direct”?
Did you notice scent?
Data Analysis Steps:
Descriptive stats
Who was in study?
Means per condition
Inferential stats (ANOVA)
Test significanceÂ