Exam 17: Correlation and Regression

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When determining the correlation coefficient, r, it does matter which variable is considered to be the dependent variable and which is the independent.

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A correlation matrix indicates the coefficient of correlation between each pair of variables.

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What is the bivariate regression equation if sample observations are used to predict Y?

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The relationship between X and Y is spurious if ________.

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R2 cannot decrease as more independent variables are added to the regression equation.

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The general form of the multiple regression model is: Y = β0 + β1 X1 + β2 X2 + β3X3 + ....+ βkXk + e

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________ is a statistical procedure for analyzing associative relationships between a metric dependent variable and one or more independent variables.

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The product moment correlation is also known as the Pearson correlation coefficient and as ________.

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________ is best to use to determine how strongly sales are related to advertising expenditures.

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Given the multiple regression equation, Ŷ = a + b1X1 + b2X2, and the bivariate equation Ŷ = a + bX, why is the partial regression coefficient, b1, different from the regression coefficient, b, obtained by regressing Y on only X1?

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Which statement is not correct about the partial correlation coefficient?

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In regression with dummy variables, the predicted Ŷ for each category is the mean of Y for each category.

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________ is a statistical technique that simultaneously develops a mathematical relationship between two or more independent variables and an interval-scaled dependent variable.

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A technique for fitting a straight line to a scattergram by minimizing the square of the vertical distances of all the points from the line is known as the ________.

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________ is the appropriate test statistic to use to determine the significance of the coefficient of determination in bivariate regression.

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________ variables may be used as predictors or independent variables by coding them as dummy variables.

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When there are a large number of independent variables and the researcher suspects that not all of them are significant, stepwise regression should be used.

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The standard error of estimate, SEE, is the standard deviation of the actual Y values from the predicted Ŷ values.

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The multiple correlation coefficient, R, can also be viewed as the simple correlation coefficient, r, between Y and Ŷ.

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The covariance may be either positive or negative.

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