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The following equations represent a simultaneous equations model: K1 = The following equations represent a simultaneous equations model: K<sub>1</sub> =   <sub>1</sub>K<sub>2</sub><sup> </sup>+   <sub>1</sub>z<sub>1</sub> + u<sub>1</sub> K<sub>2</sub> =   <sub>2</sub>K<sub>1</sub>+   <sub>2</sub>z<sub>2</sub> + u<sub>2</sub> The reduced form equation for K<sub>2</sub> will express: A) K<sub>1</sub> as a function of K<sub>2</sub> and the error terms. B) K<sub>2</sub> as a function of K<sub>1</sub>and the error terms. C) K<sub>2</sub> as a function of exogenous variables and the error terms. D) K<sub>1</sub> as a function of exogenous variables, the error terms, and K<sub>2</sub>. 1K2 + The following equations represent a simultaneous equations model: K<sub>1</sub> =   <sub>1</sub>K<sub>2</sub><sup> </sup>+   <sub>1</sub>z<sub>1</sub> + u<sub>1</sub> K<sub>2</sub> =   <sub>2</sub>K<sub>1</sub>+   <sub>2</sub>z<sub>2</sub> + u<sub>2</sub> The reduced form equation for K<sub>2</sub> will express: A) K<sub>1</sub> as a function of K<sub>2</sub> and the error terms. B) K<sub>2</sub> as a function of K<sub>1</sub>and the error terms. C) K<sub>2</sub> as a function of exogenous variables and the error terms. D) K<sub>1</sub> as a function of exogenous variables, the error terms, and K<sub>2</sub>. 1z1 + u1 K2 = The following equations represent a simultaneous equations model: K<sub>1</sub> =   <sub>1</sub>K<sub>2</sub><sup> </sup>+   <sub>1</sub>z<sub>1</sub> + u<sub>1</sub> K<sub>2</sub> =   <sub>2</sub>K<sub>1</sub>+   <sub>2</sub>z<sub>2</sub> + u<sub>2</sub> The reduced form equation for K<sub>2</sub> will express: A) K<sub>1</sub> as a function of K<sub>2</sub> and the error terms. B) K<sub>2</sub> as a function of K<sub>1</sub>and the error terms. C) K<sub>2</sub> as a function of exogenous variables and the error terms. D) K<sub>1</sub> as a function of exogenous variables, the error terms, and K<sub>2</sub>. 2K1+ The following equations represent a simultaneous equations model: K<sub>1</sub> =   <sub>1</sub>K<sub>2</sub><sup> </sup>+   <sub>1</sub>z<sub>1</sub> + u<sub>1</sub> K<sub>2</sub> =   <sub>2</sub>K<sub>1</sub>+   <sub>2</sub>z<sub>2</sub> + u<sub>2</sub> The reduced form equation for K<sub>2</sub> will express: A) K<sub>1</sub> as a function of K<sub>2</sub> and the error terms. B) K<sub>2</sub> as a function of K<sub>1</sub>and the error terms. C) K<sub>2</sub> as a function of exogenous variables and the error terms. D) K<sub>1</sub> as a function of exogenous variables, the error terms, and K<sub>2</sub>. 2z2 + u2 The reduced form equation for K2 will express:


A) K1 as a function of K2 and the error terms.
B) K2 as a function of K1and the error terms.
C) K2 as a function of exogenous variables and the error terms.
D) K1 as a function of exogenous variables, the error terms, and K2.

E) A) and B)
F) A) and C)

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A predetermined variable in a simultaneous equations model is:


A) a constant.
B) the error term.
C) a lagged variable.
D) an omitted variable.

E) All of the above
F) B) and C)

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​The first step in estimating simultaneous equations models (SEMs) with panel data is to find instrumental variables for the endogenous variables in the transformed equation.

A) True
B) False

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Which of the following statements is true?


A) White test can be used to efficiently determine the presence of serial correlation in panel data.
B) The t statistic is not an efficient test to determine serial correlation in panel data.
C) Instrumental variables for both endogenous and exogenous variables are required for estimating simultaneous equation models concerned with panel data.
D) 2SLS should be applied to simultaneous equation models with panel data only after removing the unobserved effects from the equations of interest.

E) A) and D)
F) B) and C)

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A simultaneous equations model is suitable whenever two variables are determined simultaneously.

A) True
B) False

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