Exam 5: Ice Cream and Crime: Computing Correlation Coefficients

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Write the formula for the Pearson product-moment correlation coefficient.

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rxy=nΣXYXΣY[nX2(ΣX)2][nΣY2(ΣY)2]r _ { x y } = \frac { n \Sigma X Y - \sum X \Sigma Y } { \sqrt { \left[ n \sum X ^ { 2 } - ( \Sigma X ) ^ { 2 } \right] \left[ n \Sigma Y ^ { 2 } - ( \Sigma Y ) ^ { 2 } \right] } }

If you constrain, or restrict, the range of one variable, what effect does this have on the correlation of that variable with another variable?

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It will reduce the correlation between the two variables.

What would you use to represent a correlation visually?

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D

Which of the following correlations would be interpreted as a weak relationship?

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List the steps in computing the Pearson product-moment correlation as outlined in the text.

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If the coefficient of determination between two variables is .49, how strong is the relationship? Why?

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The correlation between variable X and variable Y is represented by which of the following?

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A correlation coefficient can range in value. Which of the following illustrates this range?

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If the coefficient of determination between two variables is .81, what is the coefficient of alienation?

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If the correlation between variables is .80, what is the coefficient of determination?

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How do you determine the coefficient of determination and the coefficient of alienation?

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If variables change in the opposite direction, what type of correlation is this called?

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Which of the following correlations would be interpreted as a strong relationship?

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Which of the following refers to a correlation between two variables?

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If you wanted to compute the correlation between two ordinal-level variables, which type of correlation should you use?

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What does a correlation coefficient represent?

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Which of the following represent the Excel function to be used when computing correlation coefficients?

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When interested in examining how one variable changes in relation to another, which of the following descriptive statistics would you want to use?

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Who is responsible for the invention of the Pearson product-moment correlation coefficient?

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If the correlation between variables is .70, what percent of the variance is shared variance?

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