Exam 18: Advanced Topics in Linear Analytics

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The standard form for reporting observed correlations among multiple variables is the ____.

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One way to determine the relationship between X and Y is to simply visually draw the best-fit straight line through the points in the figure.

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Covariance is the extent to which a change in one variable corresponds systematically to a change in another.

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Which correlation coefficient indicates a moderate positive relationship?

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A correlation coefficient indicates the magnitude of the linear relationships but not the direction of that relationship.

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Compare and contrast correlation,covariance,and causation.

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The statistical significance of a regression model is determined using which test?

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If the correlation between two variables is -.55,the coefficient of determination is approximately ____________________.

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If the coefficient of determination between X and Y is .28,approximately what percentage of the variance in Y can be explained by X?

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The square of the correlation coefficient indicates the part of the total variance of Y that can be accounted for by X.

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Standardized variables are often called G-scores.

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The coefficient of determination reflects the proportion of variance that can be explained by the regression line.

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A bivariate statistical technique that is used to measure the strength of the relationship between two variables is also called a ____.

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Marketing metrics are qualitative benchmarks.

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Which correlation coefficient indicates a moderate negative relationship?

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If the regression equation is: Y = -4.2 + 3.6X,then the expected score for Y when X is 4 would be ____.

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Correlation coefficients are sufficient to establish that a causal relationship exists between the two variables under study.

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The ____ is a measure obtained by squaring the correlation coefficient.

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Which of the following measures that part of the total variance of Y that we can account for by knowing the value of X?

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A(n)____________________ relationship exists when the value of one variable goes up while the value of the other variable goes down.

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