A researcher records weather information at LaGuardia Airport. One variable of interest is the maximum wind speed recorded at the airport. The maximum wind speed (in mph) recorded for 26 different days is shown in the vector below. To use the data, copy and paste the following line into your R or RStudio console. Wind=c(11.5,14.9,11.5,11.5,11.5,13.2,10.9,14.9,16.6,11.5,9.7,9.7,6.9,5.1,9.7,7.4,12,7.4,16.6,16.6,7.4,7.4,10.3,11.5,7.4,9.7); a. Compute the mean, median, Q1, and Q3 of this data. Use R for your calculations and round to at least ve decimals if necessary Mean: Median: 01: Q32 ' b. Consider a maximum wind speed of 20 mph. Would this value considered an outlier based on this sample? Use any relevant values from part a. in your calculation if necessary. 0 A.No Q B. Yes O c. There is not enough information to determine if this value would be considered an outlier c. The largest 50% of observations in this dataset tall above what value? Use any relevant values from part a. in your calculation if necessary. Answer: Round to at least five decimals if necessary d. While collecting this data, the instrument the researcher was using to measure the wind speed malfunctioned in such a way that some of the recorded wind speeds were about 10 miles per hour less than the actual wind speeds. Which of the following types of bias is most likely introduced by this malfunction? O A. Non-response bias 0 B. Sampling bias 0 0. Response bias 0 D. This malfunction would not introduce any sort of bias