Based on the spreadsheet of data provided, which contains one year of hourly data from a fictional site at a height of 50 m, determine (and supply your response in the provided template which also contains the data): a. The average wind speed for the year b. The standard deviation of the data c. The average annual turbulence intensity at this location d. Construct a histogram of the velocity data (with a suggested bin width of 1 m/s) e. What would the average wind speed (in m/s) for this month be at a height of 80 m if this site experiences a wind shear condition which matches a logarithmic law with a surface roughness of 0.1 m? f. Based on the roughness noted in e) above, how would you characterize this terrain? g. What power law exponent could you have used to model this wind shear condition and come at the same resulting wind speed at 80 m?