Question
True or False . In a standard multiple regression model, if a plot of residuals versus fitted values shows a fan-shaped pattern with residuals becoming
True or False
. In a standard multiple regression model, if a plot of residuals versus fitted values shows a fan-shaped pattern with residuals becoming more spread out as fitted values increase, a log transformation of the response variable may result in data more consistent with model assumptions.
. The process of multiplying the dependent variable by a constant, adding a constant to the depend variable, or both, does not change the regressionR2 (R-squared).
. In the regression equation y = b0 + b1X1 + b2X2, if b1 = 4, then how much would the predicted value of y differ for two observations that had the same value of X2 but differed by 37 on X1?
. The error term in logistic regression has a binomial distribution.
. Complicated models with a lot of parameters are better for prediction then simple models with just a few parameters.
. If lines do not intersect then there is no indication to add interaction term, even when lines are not parallel.
. If all the explanatory variables are uncorrelated, the variance inflation factor (VIF) for each explanatory variable will be 0.
. After fitting a multiple regression model, a histogram of the residuals helps you detect if the linearity assumption of the model is violated.
. If we fail to reject the null hypothesis (Ho) at a significance level of= 0.05, then we also must fail to reject it at a significance level of= 0.10.
. It can happen that all individual t-tests in a Regression do not reject the null hypothesis, although the global F-test is significant.
. One squareroot-transformed the response variable and now wants to calculate confidence intervals on the original scale. He/she therefore just needs to square the confidence intervals on the transformed scale.
. If residual standard error is 1406 on 588 degrees of freedom, and F-statistics is 319.6 on 11 and 588 degrees of freedom. What is the sample size and what are the degrees of freedom.
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