Based on the information given below:

File Home Insert Page Layout Formulas Data Review View Help Share Commer X Cut AutoSum Calibri 16 AA 29 Wrap Text General AY O Fill Paste [ Copy BIU~ ~ ~A E Format Painter Merge & Center $ + % " Conditional Format as Cell Insert Delete Format Sort & Find & Ideas Sensitivity Formatting * Table * Styles Clear * Filter * Select Clipboard Font Alignment Number Styles Cells Editing Ideas Sensitivity 115 X D E G H Are all assumptions and Conditions for Inference n = (total number of readings of wind speed) = 1114 Yes, provided with the question y = (average value for 1114 readings of wind speed) = 8.019 150 Top panel: 100 of Pleadings Histogram of wind speeds s = (standard deviation) = 3.813 measured over the year. 10 15 20 Wind Spood (mph) df = (n-1) = 1113 20 t* for for 95%CI and 1113 of from t-table in appendix C 1.96 Wind Speed [rph) Middle panel: Points show individual 6-hourly SE (V ) = 0.1142416 ... wind speed readings over time. 250 500 750 1000 10 Time 20 T Confidence Interval (CI) = yttm x SE (V) 8.019 + 0.2239135 15 Wind Speed imph) 10- 13 Bottom panel: Normal probability (p-p) plot for 95% CI for the true mean wind speed to three decimal places { 7.795 8.243 -2 the data. nscoresWrite an appropriate interpretation of the CI. How could you use this information to communicate to the landowner that their site is likely not suitable for a wind turbine? If you could take another sample, what statistical properties of the measured wind speeds would have to change for the site to become suitable? Provide one example of a sample proportion, and one example of a sample mean, that relates to your academic interests