Exam 13: Multiple Regression

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Which statement is incorrect?

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The regression equation Salary = 28,000 + 2700 YearsExperience + 1900 YearsCollege describes employee salaries at Ramjac Corporation. The standard error is 2400. Mary has 10 years' experience and 4 years of college. Her salary is $58,350. What is Mary's standardized residual (approximately)?

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A regression of Y using four independent variables X1, X2, X3, X4 could also have up to four nonlinear terms (X2) and six simple interaction terms (XjXk) if you have enough observations to justify them.

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Simple tests for nonlinearity in a regression model can be performed by

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Using state data (n = 50) for the year 2000, a statistics student calculated a matrix of correlation coefficients for selected variables describing state averages on the two main scholastic aptitude tests (ACT and SAT). (a) In the spaces provided, write the two-tailed critical values of the correlation coefficient for α = .05 and α = .01 respectively. Show how you derived these critical values. (b) Mark with * all correlations that are significant at α = .05, and mark with ** those that are significant at α = .01. (c) Why might you expect a negative correlation between ACT% and SAT%? (d) Why might you expect a positive correlation between SATQ and SATV? Explain your reasoning. (e) Why is the matrix empty above the diagonal? Correlation Matrix ( n=50n = 50 states )) ACT ACT\% SAT\% SATQ SATV ACT 1.000 ACT\% -0.232 1.000 SAT\% 0.139 -0.966 1.000 SATQ 0.213 0.818 -0.856 1.000 SATV 0.092 0.862 -0.889 0.963 1.000 ACT=A C T = average composite ACTA C T score ACT%A C T \% = percent of high school grads taking the ACT SAT\% = percent of high school graduates taking SAT test SATQS A T Q = average SAT quantitative test score SATV = average SAT verbal test score Critical value for .05.05 Critical value for .01.01

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Heteroscedasticity of residuals in regression suggests that there is:

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A multiple regression with 60 observations should not have 13 predictors.

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In a multiple regression with k independent variables, the standard error is:

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In a multiple regression with six predictors in a sample of 67 U.S. cities, what would be the critical value for an F-test of overall significance at α = .05?

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The F-test for ANOVA in a regression model with 4 predictors and 47 observations would have how many degrees of freedom?

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