Exam 20: Data Analysis and Interpretation: Basic Difference Questions

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Most nonparametric tests use a ranking procedure.

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True

The level of measurement for the dependent variable does not affect the amount of information gleaned from the data.

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False

There are some advantages to using a repeated-measures design, such as:

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C

The single-factor between-groups design may have an independent variable with:

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Post-hoc comparisons are necessary when the overall F is significant and the independent variable has two levels.

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Compared to parametric analyses, nonparametric tests

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A researcher decides to use non-parametric statistics for her study's analyses because:

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Nonparametric tests are typically not as powerful as parametric tests.

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The Friedman two-way analysis of variance by ranks is used in a repeated-measures designs when:

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Multiple comparisons between groups using t tests is discouraged because:

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Data should be at least ordinal level when using the single-factor ANOVA.

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Joan Bliss wants to find out if there are gender differences in marital satisfaction. She has 40 sets of spouses complete the 10-item Dyadic Adjustment Scale, which is an interval measure. She used an independent samples t test to compare wives to husbands, and found husbands to be significantly happier t(78) = 6.23, p < .001. What did Dr. Bliss do wrong here?

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The numbers of independent pieces of information from a study's data are used to figure the degrees of freedom.

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Single-factor between-groups designs are interpreted differently due to their relative internal validity.

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Carryover effects reduce the design flexibility of repeated-measures designs.

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Explain what the numbers mean in the following: t₂₈₀= 6.21, p = .032.

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The matching procedure can be used to increase error variance with repeated-measures designs.

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A researcher does a series of studies to see what affects motor development. In Study 1, preterm infants are compared to full-term infants on their motor development at one year of age. In Study 2, the motor development of two groups is compared: one-year-olds whose parents had enrolled them in "baby gymnastics" versus one-year-olds without this experience. In Study 3, six-month-olds are randomly assigned to a group that receives extra large-motor stimulation (in "walkers") versus no enrichment; the two groups' large-motor skills are compared at twelve months. Assuming that the test of motor development is at the interval level, which type of statistical test is most appropriate for each study? Study 1: Study 2: Study 3: t test(for all) What type of approach is used in each study?

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The t test provides more power than an ANOVA when using a directional hypothesis.

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The t test for correlated samples utilizes change scores.

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