Exam 8: Basic Bivariate Analysis

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Most studies in the social sciences set the significance level of a hypothesis test at:

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A correlation coefficient of 0.9 between two variables can be interpreted as:

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A

Cross tabulation assesses the relationship between:

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Which bivariate analysis is most appropriate for the following two variables: registered to vote (yes/no) and life satisfaction (from 1, not satisfied to 10, very satisfied)?

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The null hypothesis for the difference of means test:

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Which of the following is an example of bivariate analysis?

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Which of the following investigates the relationships between two or more variables?

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A correlation coefficient of 0 implies:

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A p-value greater than 0.05 would support:

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The p-value can be defined as the probability of observing a result when the:

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Why is it important to assess the magnitude of the result whenever conducting a statistical test?

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The significance level is used to determine:

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Which of the following evaluates whether there is a difference in the averages between the two groupings of the dependent variable, based on variation in the independent variable in the sample you are using:

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A correlation coefficient close to -1 implies:

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Correlations are sometimes spurious, meaning that:

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A p-value of .03 means:

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A difference of means test found that the mean difference in GPA between male and female students is 0.06 with a p-value of 0.000. This could be interpreted as:

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In SPSS, Sig (2-tailed) is the:

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Which bivariate analysis is most appropriate for the following two variables: age and yearly income?

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