Quasi

Cards (46)

  • Quasi-experimental Design
    A researcher manipulates an independent variable but does not randomly assign participants to conditions
  • Types of Quasi-Experimental

    • Nonequivalent group design
    • Time series design
    • Interrupted time series design
    • Single case time series design
  • Nonequivalent group design
    • Different groups of participants are formed under circumstances that do not permit the researcher to control the assignment of individuals to groups
    • The researcher cannot use random assignment to create groups of participants
  • Nonequivalent Group Study
    The general structure of a nonequivalent group study
  • Types of Between Treatment Designs
    • Experimental
    • Quasi-Experimental
    • Non-experimental
  • Experimental
    • Randomized
    • Manipulation
    • Comparative group
    • Control of extraneous variables
  • Quasi-Experimental
    • Not randomized
    • Manipulation
    • Comparative group
    • Control of extraneous variables
  • Non-experimental
    • Not randomized
    • No manipulation
    • Comparative group
    • Control of extraneous variables
  • Between-subject variables

    Independent variables or factors in which a different group of subjects is used for each level of the variable
  • Assignment bias precludes a clear cause-and-effect explanation in nonequivalent group designs
  • Groups have different participant characteristics in nonequivalent group designs
  • There is no random assignment to groups in nonequivalent group designs, so there is no assurance of equivalent groups
  • Within-Subject Quasi-Experimental Design: Pre-Post Design
    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