1.1. How many observaƟons are there in the dataset?
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1.2. Determine how many different counƟes there are in the dataset.
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1.3. Determine how many years there are in the dataset.
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1.4 Is the panel balanced or unbalanced? Why?
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1.5. What are Ɵme invariant variables? What are Ɵme-variant variables?
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1.6. Describes the variables according to their mean and their variability (compare the within, between, and overall variability)
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(2) EsƟmate the equaƟon by pooled OLS and report the results.
(2.1) What are the staƟsƟcal significant variables? (at the 10% significant level)
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(2.2) What are the esƟmated coefficient of lprbarr (β1) and lpolpc (β5 ¿). If they are staƟsƟcally significant, interpret the results.
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(3) Now esƟmate the equaƟon using fixed effects. (3.1) What are the staƟsƟcal significant variables? (at the 10% significant level)
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(3.2) What are the esƟmated coefficient of lprbarr (β1) and lpolpc (β5 ¿). If they are staƟsƟcally significant, interpret the results.
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(4) Now esƟmate the equaƟon using random effects. What is the RE esƟmate of β5 and of β1. (4.1) What are the staƟsƟcal significant variables? (at the 10% significant level)
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(4.2) What are the esƟmated coefficient of lprbarr (β1) and lpolpc (β5 ¿). If they are staƟsƟcally significant, interpret the results.
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(5) AŌer providing the results of the Breush-Pagan Test and the Hausman test, idenƟfy the best model to describe our data. Explain.
Answer:
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