Exam 22: Analysis and Interpretation of Complex Research Questions

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The questions answered by a mixed ANOVA include:

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Problems with the stepwise regression approach include:

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Error variance can be significantly reduced by adding a second independent variable that might be affecting the DV.

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In a 4 × 2 factorial design, how many main effects are there?

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A researcher's study is a mixed design with two levels of the within-subjects IV (pretest- posttest). The researcher is using a randomized experimental research approach. The analysis recommended in the text is:

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A researcher wants to know how anxiety affects serum pH levels. He has three groups of participants: low, medium, and high anxiety. He obtains blood samples and measures the serum pH of each participant. He is also interested in the effects of gender on serum pH levels and adds gender as a second IV to his research design. The research approach is:

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The following is/are true for the mixed ANOVA approach to analysis of a pretest-posttest design:

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The mixed ANOVA approach to analyze a pretest-posttest design yields three separate questions.

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Mixed-factorial designs only apply to quasi-experimental and randomized experimental approaches.

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A single-factor ANOVA has less power than a single-factor ANCOVA.

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A researcher is doing a study on the effects of TV watching on adolescents' level of aggressive behavior in the classroom. The following could be source(s) of error variance:

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The three research questions answered by a two-factor ANOVA are similar to the questions answered by a mixed ANOVA.

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With multiple regression, it is possible to have a significant R2, even if none of the individual predictor variables are statistically significant.

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A gain score analysis of a pretest-posttest design uses:

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The following pertain(s) to a true mixed design:

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When used in the analysis of a pretest-posttest design, the ANCOVA:

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The addition of a second IV affects the study's overall quantitative research approach.

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Why should one be cautious when using gain scores?

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A major limiting factor to using complex associational analyses is the number of participants required.

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In the above example, to control for error variance, the researcher should:

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