Question: 7. Assume that the daily maximum wind speed at a given location follows a Gaussian distribution with a mean speed of 15 mph and a

7. Assume that the daily maximum wind speed at a given location follows a Gaussian distribution with a mean speed of 15 mph and a coefcient of variation of 67%. (a) Determine the asymptotic distribution of the annual maximum wind speed for the location, that is, specify the asymptotic type of the distribution and the associated parameters. (b) Using the results of (a), derive the corresponding asymptotic distribution for the 50-year maximum wind speed and estimate its mean value

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