SECTION B: FILL IN THE BLANK Each question is worth . 1. A test for heteroscedasticity is: 2. Correcting for serial correlation results in the loss of observation(s). 3. The Generalized Difference Equation is often estimated for the problem of 4. Omission of a relevant variable may result in estimates. 5. R? is usually larger than 6. Estimating one equation in a simultaneous equation model as if it were a single equation may result in 7. The title of the textbook for this class is 8. Multicollinearity may affect the interpretation of_ 9. The non-linear model: Y = A K°N°ɛ can be estimated by OLS if respecified (transformed) as 10. The test for first order serial correlation is the

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SECTION B: FILL IN THE BLANK
Each question is worth.
1. A test for heteroscedasticity is:
2. Correcting for serial correlation results in the loss of
observation(s).
3. The Generalized Difference Equation is often estimated for the problem of
4. Omission of a relevant variable may result in
estimates.
5. R? is usually larger than
6. Estimating one equation in a simultaneous equation model as if it were a
single equation may result in
7. The title of the textbook for this class is
8. Multicollinearity may affect the interpretation of
9. The non-linear model: Y = A K°N°ɛ can be estimated by OLS if
respecified (transformed) as
10. The test for first order serial correlation is the
Transcribed Image Text:SECTION B: FILL IN THE BLANK Each question is worth. 1. A test for heteroscedasticity is: 2. Correcting for serial correlation results in the loss of observation(s). 3. The Generalized Difference Equation is often estimated for the problem of 4. Omission of a relevant variable may result in estimates. 5. R? is usually larger than 6. Estimating one equation in a simultaneous equation model as if it were a single equation may result in 7. The title of the textbook for this class is 8. Multicollinearity may affect the interpretation of 9. The non-linear model: Y = A K°N°ɛ can be estimated by OLS if respecified (transformed) as 10. The test for first order serial correlation is the
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