A research study in which a series of observations is made over time for one group of participants
Types of Within Treatment Designs
Quasi-Experimental
Non-experimental
Pretest Post Test Group Design
The dependent variable is measured once before the treatment is implemented and once after it is implemented
Pretest Post Test Group Design
Effectiveness of an antidrug education program on elementary school students' attitudes toward illegal drugs
Time-Series Design
A modification of the pre-posttest design, with a stronger design involving a series of observations (not single for before and after)
Interrupted Time Series
If the event is not manipulated by the researcher, it can be called an interrupted time-series (e.g. legalization of marijuana)
Time Series Design
A series of observations for each participant before a treatment and a series of observations after the treatment, with the treatment manipulated by the researcher
Discussion
1. Regression to the mean
2. Spontaneous remission
3. History
4. Maturation
Threats to Internal Validity
History
Instrumentation
Order effects
Carryover effect
Practice effect
Fatigue effect
Context effect
Threats to Internal Validity (cont.)
Maturation
Statistical regression or regression toward the mean
Counterbalancing
Controls for order effects by testing different participants in different orders (ABC, ACB)
Combination Designs
A treatment group that is given a pretest, receives a treatment, and then is given a posttest, compared to a control group given a pretest, does not receive the treatment, and then is given a posttest
Combination Designs
Students in one school are given a pretest on their attitudes toward drugs, then are exposed to an antidrug program, and then given a posttest, compared to students in a similar school who are given the pretest, not exposed to an antidrug program, and then given a posttest
Combination designs control for history (celebrity overdose) or maturation (improved reasoning), but still confound other factors
Let's Practice
Two professors decide to test the effect of giving daily quizzes on student performance, with Professor A giving quizzes and Professor B not giving quizzes, then comparing the performance of students in their two sections on a common final exam
Confounds to this study
List five confounds
Caffeine Makes people smarter
Group one: experimental
Group two: quasi-experimental
Group three: non-experimental
Caffeine activity
Experimental: Can individuals manipulate a maze faster than individuals without caffeine
Quasi-experimental: Same
Non-experimental: Is there a difference between grades of people who use caffein or those who do not use
Caffeine activity
Experimental: Randomly assign people
Quasi-experimental: Assign coffee group vs those who do not drink coffee
Non-experimental: Placebo group (caffeine free), no coffee and caffeinated coffee
Factor
An independent variable in an experiment, especially those that include two or more IVs
Factorial design
A research design that includes two or more factors
Factorial Designs
A two-factor design has two IVs
A single-factor design has one IV
A 2 x 3 x 2 design is a three-factor design with a total of 12 conditions
Experimental Factorial Designs
Two or more IVs (factors) are manipulated
May involve quasi-independent variables (e.g., age, gender) that are not manipulated
Creates a more realistic situation than examining a single factor in isolation
Can see how individual factors as well as the group of factors, acting together, influence behaviour
Structure of a Two-Factor Experiment
The levels of one factor determine the columns and the levels of the second factor determine the rows
Main Effects
The mean differences among the levels of one factor
Interaction Between Factors
Direct influence (one factor influences the other)
Interaction Between Factors
Drug interaction: one drug modifying the effect of another drug
One drug can exaggerate the effects of another
One drug may minimize or completely block the effects of another
Identifying Interactions
Graphing the results of a two-factor study: Nonparallel lines (lines that cross or converge) indicate an interaction between the two factors