RM

    Cards (38)

    • Between-subjects experimental design

      Determines whether differences exist between two+ treatment conditions
    • Advantages of between-subjects design
      • Each score is independent from others and not influenced by contrast effects, fatigue, or experience
    • Disadvantages of between-subjects design
      • Requires a large number of participants + individual differences
    • Sources of confounds in between-subjects designs
      • Individual differences
      • Environmental differences
    • Small vs. large variance within a sample
      Small = clustered up while large looks more evenly spread out
    • Ways to minimize variability within treatments
      1. Standardizing procedures
      2. Limiting individual differences
      3. Random assignment
      4. Increasing sample size
    • Differential attrition
      Participant dropout rate (Large differences between groups creates problems)
    • Participant communication threats to between-subjects designs
      • Diffusion
      • Compensatory equalization/rivalry
      • Resentful demoralization
    • Statistical analysis for two-group between-subjects design
      1. Independent samples T test
      2. Null hypothesis = nothing changes
      3. Alternative hypothesis = difference between groups
      4. Significant p-value = reject null and accept alternative
    • Within-subjects experimental design
      Determines whether differences exist between two or more treatment conditions but all participants are exposed to all treatments or conditions
    • Advantages of within-subjects design
      • Each person is their own control, few participants, reduces variance
    • Disadvantages of within-subjects design
      • Scores are not independent from others + Participant attrition
    • Potential sources of confounds in within-subjects designs
      • Environmental
      • Time Related variables
    • Time-related threats in within-subjects designs
      • History
      • Maturation
      • Instrumentation
      • Regression towards the mean
      • Order effect
    • Dealing with time-related threats and order effects

      Increasing the time between treatments
    • Counterbalancing
      Changing the order in which treatment conditions are applied from one participant to another - Uses all possible order of treatments with an equal number of subjects participating in each sequence
    • Factors differentiating between-subjects and within-subjects designs
      • Individual differences
      • Time related factors/order effects
      • Fewer Participants
    • Statistical analysis for pretest-posttest design
      Paired sample t test
    • Statistical analysis for repeated measures design
      Repeated measures ANOVA
    • Factorial research design
      Research study that allows one to look at the impact of two or more variables acting together
    • Factors

      An Independent variable in an experiment
    • Advantages of factorial design
      • They create more realistic situations and allows researchers to see how each individual factor influences behavior
    • Number of conditions in a 2 x 2 factorial design
    • Main effect
      The mean differences among the level of one factor
    • Interaction
      The production of a result different from that produced by either variable alone
    • Differences between between-subjects, within-subjects, and mixed factorial designs
      • The number of treatments
      • The research designs used
    • Statistical analysis for factorial design
    • Correlation
      Attempts to establish a relationship between variables
    • When to use correlational research
      To describe relationships
    • Interpreting correlation coefficient

      Sign and magnitude
    • Difference between linear and monotonic relationships
    • Statistics for linear vs monotonic relationships
    • Coefficient of determination (r2)
      The squared value of a correlation which measures variability
    • Interpretation of r2 values
      • Small = .01, Medium = .09, Large = .25
    • Null and alternative hypotheses for correlation
      Null = No relationship, Alternative = Relationship
    • Statistically significant correlation
      There is a relationship between the two variables
    • Predictor and criterion variables in regression
      Predictor = Variable used to predict, Criterion = Variable being predicted
    • Strengths and weaknesses of correlational research
      • Strengths: Describes relationships between variables, nonintrusive, high external validity
      Weaknesses: Cannot assess causality, third variable problem, directionality problem
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