Question

1. Table of descriptive statistical measures (arithmetic mean, standard deviation, smallest value and largest value) for the variables in the model with a detailed discussion of the table 2. The equation is in the community form of the model you reached,


1. Table of descriptive statistical measures (arithmetic mean, standard deviation, smallest value and largest value) for the variables in the model with a detailed discussion of the table


2. The equation is in the community form of the model you reached, then display the results of the estimated equation from the Gretl program with errors. Standard normal as well again with proper standard errors.


3. Discuss and explain the results of the estimated model and then the number of reasons why the estimated model is good in your opinion.


4. Verify the multiple linear correlation problem using the variance inflation factor. If there is a linear correlation, do you think it is possible to continue using the model? Justify your answer with explanation and explanation.


5. Present the tests for the presence of the variance problem, then explain and discuss the results of the tests and their implications for your estimated model. Estimate the model by a generalized practical least squares method, if necessary.


Using the data in the file, estimate a regression model that in your opinion is the best and answers the above questions. if you ask The model Make transformations on variables such as taking logarithms, quadratic formulas, square roots, apply them.

Write a report containing tables of results and outputs for the final model you reached (the best model from your point of view),


I will attach a link to the file in Google Drive

https://drive.google.com/file/d/1-0qXA0b5A45UgacTci__askVIC60EK6f/view?usp=drivesdk


Please help as much as possible



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