QUESTION $2$

The wind speed recorded at a site is available for heights at $8m(12\mathrm{.}14\frac{m}{s})$ and $14m(13\mathrm{.}05\frac{m}{s})$

respectively. The wind speed is required at $2$ m for further evaporation calculations. Determine the

exponent value, which relates the two speeds and elevations, and determine the wind speed at a $2$ m

level.Imagine a scenario where meteorologists are analyzing weather data to improve the accuracy of their forecasts. The dataset includes information about temperature, humidity, and wind speed recorded at different times of the day. This scenario allows for exploration of joint distribution, marginal distribution, and conditional distribution.