Exam 11: Regression Analysis: Statistical Inference

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An error term represents the vertical distance from any point to the

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In regression analysis,the ANOVA table analyzes

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A forward procedure is a type of equation building procedure that begins with only one explanatory variable in the regression equation and successively adds one variable at a time until no remaining variables make a significant contribution.

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If you can determine that the outlier is not really a member of the relevant population,then it is appropriate and probably best to _____ it.

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Residuals separated by one period that are autocorrelated indicate _____ autocorrelation.

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Multiple regression represents an improvement over simple regression because it allows any number of response variables to be included in the analysis.

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The t-value for testing The t-value for testing   is calculated using which of the following equations? is calculated using which of the following equations?

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Which of the following is not one of the assumptions of regression?

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If exact multicollinearity exists,redundancy exists in the data.

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Which of the following is not one of the assumptions of regression?

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The term autocorrelation refers to the observation that

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In multiple regression,if the F-ratio is small,the explained variation is small relative to the unexplained variation.

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Suppose you run a regression of a person's height on his/her right and left foot sizes,and you suspect that there may be multicollinearity between the foot sizes.What types of problems might you see if your suspicions are true?

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Homoscedasticity means that the variability of Y values is the same for all X values.

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The value of the sum of squares due to regression,SSR,can never be larger than the value of the sum of squares total,SST.

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The ANOVA table splits the total variation into two parts.They are the _____ variation.

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In regression analysis,multicollinearity refers to the

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One method of diagnosing heteroscedasticity is to plot the residuals against the predicted values of Y,then look for a change in the spread of the plotted values.

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When the error variance is nonconstant,it is common to see the variation increases as the explanatory variable increases (you will see a "fan shape" in the scatterplot).There are two ways you can deal with this phenomenon.These are

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Which approach can be used to test for autocorrelation?

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