Assume that the variable Y is actually determined by the following equation Y; = Bo + B1X1,i+ B2X2,i + Uj additionally...
It's 5 multiple-choice questions of applicated economic, can someone help me? Thank you so much! Assume that the variable Y is actually determined by the following equation Y; = Bo + B1X1,i+ B2X2,i + Uj additionally assume that corr(X1, X2) = p. The usual assumptions for a linear model hold in this case. You are interested in estimating B1. To accomplish this you collect a sample of the variables Y and X1 and estimate the following model Y; = Yo...
The regressions Y = BO + B1X1 + B2X2 + B3X3 + B4X4 + ε and Y = BO + B1X1 + B2X2 + ε were run using a sample of 30 observations. The SSE for the first regression is 298.4 and 382.3 for the second regression. Test HO : 33 = B4 = 0. Select one: O a. Reject HO at a = 0.025 O b. Reject HO at a = 0.01 O c. Fail to reject HO at...
1. The following equation is estimated: û = Bo + Bix + B2x2. Given the following graph of the fitted value of y against x, what are the signs of Bi and B2? 1000 800 600 yhat 400 200 0 A. Bi > 0 and B2 > 0 B. Bi > 0 and B2 < 0 C. Bi < 0 and B2 > 0 D. Bi < 0 and B2 < 0
Consider the regression model y = Bo + B1X1 + B2X2 + ε where Xy and X2 are as defined below. Xq = A quantitative variable 1 if x2 <20 x2 = { 0 if X, 220 The estimated regression equation ý = 23.9+ 5.4x4 +6.9x, was obtained from a sample of 20 observations. Complete parts a through d below. a. Provide the estimated regression equation for instances in which X4 <20. y=1( ) x (Type integers or decimals.) b....
Q.28 Suppose you perform the following multiple regression: Y = B0 + B1X1 + B2X2 + B3X3. You find that X1 and X3 have a near perfect correlation. How would you conclude on the utility of your regression result? a. This is a problem of multicollinearity which renders the entire regression invalid. b. This is a problem of multicollinearity which nevertheless does not necessarily invalidate the utility of the model as a whole. c. This is NOT a regression problem...
3. The following model is proposed for a set of variables. y = Bo+ B1X1 + B2X2 + B3X3 + € Based on the following correlation matrix, what potential problem is there? Why? Correlations: y. x1, x2, x3 ل 0.000 0.829 0.000 -0.718 0.000 OD OOO لها 0.000 -0.904 0.000 | correlation -Va
See image below. Select the most appropriate answer. Consider the following two models for Yi: Fitted Model: Y:= Bo +BX1i+ liệt True Model: Y; = Bo + B1X1,i + B2X2,i + uj X1 +0 The parameter estimate, bo, from the fitted model is unbiased. O A. True B. False O C. Uncertain
1. A professor examined the relationship between the number of hours devoted to reading, each week Y and the independent variable social class X1), the number of years of school completed x2 and reading speed X3, in pages read per hour. The following ANOVA table obtained from a stepwise regression procedure for a sample of 19 women over 60. A) Fill in the missing values. DESS Source Regression x3 MS P value 1 1058.628 Residual 585.02 Regression X2 X3 183.743...
1. In order to test whether the multiple linear regression model y bo +b,x1 + b2X2 is better than the average model (lazy model), which of the following null hypotheses is correct: a. Ho' b1 = b2 = 0 Но: B1 B2-0 с. We have a dataset Company with three variables: Sales, employees and stores. To build a multiple linear regression model using Sales as dependent variable, number of stores and number of employees as independent variables, which of the...
Question 2: Indicate whether each of the following statements is true or false and explain concisely why. 1. The Frisch-Waugh-Lovell theorem states that in a multiple linear re- gression Y = Bo + B1X1 + B2X2 +B3X3 +34X. +U, the estimate 31 we get for B1 is what we would have obtained by regressing Y on the part of Xị that has nothing to do with X2, X3, X4, and U. 2 2. In a OLS output ý=.5+1.2log(2), the slope...