using the CPS2015 dataset from https www princeton edu mwatson Stock Watson 4E Stock Watson Resources 4e html I need help with the following questions using R Run a regression of average hourly earnings (AHE) on age (Age), sex (Female), and education (Bachelor) If Age increases from 25 to 26, how are earnings expected to change If Age increases from 33 to 34, how are earnings expected to change (1 point) Run a regression of the logarithm of average hourly earnings, ln(AHE), on Age, Female, and Bachelor If Age increases from 25 to 26, how are earnings expected to change If Age increases from 33 to 34, how are earnings expected to change (1 point) Run a regression of the logarithm of average hourly earnings, ln(AHE), on ln(Age), Female, and Bachelor If Age increases from 25 to 26, how are earnings expected to change If Age increases from 33 to 34, how are earnings expected to change (1 point) Run a regression of the logarithm of average hourly earnings, ln(AHE), on Age, Age2, Female, and Bachelor If Age increases from 25 to 26, how are earnings expected to change If Age increases from 33 to 34, how are earnings expected to change (1 point) Create table with all four models, including robust standard errors (4 points) How would the R code look like with the dataset I have given you

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using the CPS2015 dataset from: https://www.princeton.edu/~mwatson/Stock-Watson_4E/Stock-Watson-Resources-4e.html

I need help with the following questions using R.

Run a regression of average hourly earnings (AHE) on age (Age), sex (Female), and education (Bachelor). If Age increases from 25 to 26, how are earnings expected to change? If Age increases from 33 to 34, how are earnings expected to change? (1 point)
Run a regression of the logarithm of average hourly earnings, ln(AHE), on Age, Female, and Bachelor. If Age increases from 25 to 26, how are earnings expected to change? If Age increases from 33 to 34, how are earnings expected to change? (1 point)
Run a regression of the logarithm of average hourly earnings, ln(AHE), on ln(Age), Female, and Bachelor. If Age increases from 25 to 26, how are earnings expected to change? If Age increases from 33 to 34, how are earnings expected to change? (1 point)
Run a regression of the logarithm of average hourly earnings, ln(AHE), on Age, Age2, Female, and Bachelor. If Age increases from 25 to 26, how are earnings expected to change? If Age increases from 33 to 34, how are earnings expected to change? (1 point)
Create table with all four models, including robust standard errors. (4 points)

How would the R code look like with the dataset I have given you