Exam 5: Pearson Correlation and Regression: Descriptive Aspects

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What are the statistical and conceptual implications of designating one variable as the X variable and one variable as the Y variable?

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The correlation of any variable with itself is always ____________________.

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Outliers are most likely to raise interpretational complexities when sample sizes are small.

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The slope of a line tells you ______.

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Correlations for the types of variables studied any behavioral scientists will seldom exceed _____ and will often be considerably smaller.

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The fact that two variables are correlated necessarily implies that one variable causes the other to vary as it does.

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The _____ of a line indicates the number of units variable Y changes as variable X changes by 1 unit.

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A correlation coefficient of _____ means the two variables form a perfect linear relationship.

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Which of the following correlation values represents the strongest relationship?

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The magnitude of a correlation coefficient is determined by examining the absolute of the correlation coefficient.

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Refer to the following data set. Refer to the following data set.   What is the intercept of the regression line? What is the intercept of the regression line?

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The regression equation for predicting X from Y _____ as the regression equation for predicting Y from X.

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The Pearson correlation coefficient (r)provides information about the ______.

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Correlation and regression both can help researchers to

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Which of the following correlation scores represents the weakest relationship?

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The Pearson correlation coefficient can range from _____.

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The general form of the linear model is _____.

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Refer to the following data set. Refer to the following data set.   What is the sum of cross-products? What is the sum of cross-products?

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What does the slope of a line refer to?

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What are the consequences of using the correlation coefficient to assess a curvilinear relationship between two variables?

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