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    Introductory Econometrics Study Set 1
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    Exam 10: Basic Regression Analysis With Time Series Data
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    If <Sub>1</sub> > 0, Then Y<sub>t </Sub><sub>​</sub>in the Linear
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If 1 > 0, Then Yt ​in the Linear

Question 17

Question 17

Multiple Choice

If If   <sub>1</sub> > 0, then y<sub>t </sub><sub>​</sub>in the linear function of time E(y<sub>t</sub>)  =   <sub>0</sub> +   <sub>1</sub>t displays a(n) :​ A) ​upward trend. B) ​downward trend. C) exponential trend. D) quadratic trend. 1 > 0, then yt ​in the linear function of time E(yt) = If   <sub>1</sub> > 0, then y<sub>t </sub><sub>​</sub>in the linear function of time E(y<sub>t</sub>)  =   <sub>0</sub> +   <sub>1</sub>t displays a(n) :​ A) ​upward trend. B) ​downward trend. C) exponential trend. D) quadratic trend. 0 + If   <sub>1</sub> > 0, then y<sub>t </sub><sub>​</sub>in the linear function of time E(y<sub>t</sub>)  =   <sub>0</sub> +   <sub>1</sub>t displays a(n) :​ A) ​upward trend. B) ​downward trend. C) exponential trend. D) quadratic trend. 1t displays a(n) :​


A) ​upward trend.
B) ​downward trend.
C) exponential trend.
D) quadratic trend.

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