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计量经济学 Test bank questions Chapter 4

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2021-02-08 16:31
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2021年2月8日发(作者:hold什么意思)


Multiple Choice Test Bank Questions No Feedback



Chapter 4



Correct answers denoted by an asterisk.



1.



A researcher


conducts a Breusch-Godfrey test


for autocorrelation


using 3


lags of the


residuals


in


the


auxiliary


regression.


The


original


regression


contained


5


regressors


including


a


constant


term,


and


was


estimated


using


105


observations.


What


is


the


critical value using a 5% significance level for the LM test based on


T R


2


?


(a)



1.99


(b)



2.70


(c)



* 7.81


(d)



8.56.



2.


Which


of


the


following


would


NOT


be


a


potential


remedy


for


the


problem


of


multicollinearity between regressors?


(a) Removing one of the explanatory variables


(b) * Transforming the data into logarithms


(c) Transforming two of the explanatory variables into ratios


(d) Collecting higher frequency data on all of the variables



3. Which of the


following conditions


must be


fulfilled


for


the


Durbin Watson test


to be


valid?


(i) The regression includes a constant term


(ii) The regressors are non- stochastic


(iii) There are no lags of the dependent variable in the regression


(iv) There are no lags of the independent variables in the regression



(a)* (i), (ii) and (iii) only


(b) (i) and (ii) only


(c) (i), (ii), (iii) and (iv)


(d) (i), (ii), and (iv) only



4. If the residuals of a regression on a large sample are found to be heteroscedastic which


of the following might be a likely consequence?


(i) The coefficient estimates are biased


(ii) The standard error estimates for the slope coefficients may be too small


(iii) Statistical inferences may be wrong



(a) (i) only


(b) * (ii) and (iii) only


(c) (i), (ii) and (iii)


(d) (i) and (ii) only



5.


The


value


of


the


Durbin


Watson


test


statistic


in


a


regression


with


4


regressors


(including


the


constant


term)


estimated


on


100


observations


is


3.6.


What


might


we


suggest from this?


(a) The residuals are positively autocorrelated


(b) * The residuals are negatively autocorrelated


(c) There is no autocorrelation in the residuals


(d) The test statistic has fallen in the intermediate region



6.


Which


of


the


following


is


NOT


a


good


reason


for


including


lagged


variables


in


a


regression?


(a) Slow response of the dependent variable to changes in the independent variables


(b) Over- reactions of the dependent variables


(c) The dependent variable is a centred moving average of the past 4 values of the series


(d) * The residuals of the model appear to be non-normal



7. What is the long run solution to the following dynamic econometric model?


?


y


t


=


?


1


+


?


2


?


X


2


t


+


?


3


?


X


3


t


+ u


t



(a)


y =


?


1


+


?


2


X


2



+


?


3< /p>


X


3




(b)


y


t


=


?


1



+


?


2


X


2


t


+


?


3


X


3


t



(c)


y = - (


?


2


/



?


1


) X


2


- (


?


3


/



?


1


)X


3< /p>



(d) * There is no long run solution to this equation



8.


Which


of


the


following


would


you


expect


to


be


a


problem


associated


with


adding


lagged values of the dependent variable into a regression equation?


(a) * The assumption that the regressors are non-stochastic is violated


(b) A model with many lags may lead to residual non-normality


(c) Adding lags may induce multicollinearity with current values of variables


(d) The standard errors of the coefficients will fall as a result of adding more expla


natory


variables



9.


A


normal


distribution


has


coefficients


of


skewness


and


excess


kurtosis


which


are


respectively


(a) * 0 and 0


(b) 0 and 3


(c) 3 and 0


(d) Will vary from one normal distribution to another



10.


Which


of


the


following


would


probably


NOT


be


a


potential


“cure”


for


non


-normal


residuals?


(a) * Transforming two explanatory variables into a ratio


(b) Removing large positive residuals


(c) Using a procedure for estimation and inference which did not assume normality



(d) Removing large negative residuals



11. What would be the consequences for the OLS estimator if autocorrelation is present


in a regression model but ignored?

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