C4. Your task is to construct a report regarding the number of federal arrests by offense and year using the following data from the U.S. Department of Justice. Data are presented for fiscal years 2015 and 2016. Identify the appropriate measures of central tendency and measures of variability that should be applied to these data. Type of Offense |FY2015 FY2016 Violent 3,457 3,463 Property 12,207 10,913 Drug 23,655 23,566 Public order 7,894 7,599 Weapon 7,420 8,008 Immigration 71,119 68,315 Source: U.S. Department of Justice, Federal Justice Statistics, 2015-2016, Table 2.C5. The following output depicts data for population change in midwestern and western states between 2010 and 2016 from Table 4.4. West Mean 6.600 .7478 95% Confidence Interval Lower Bound 4.971 for Mean Upper Bound 8.229 5% Trimmed Mean 6.694 Median 6.800 Variance 7.270 Std. Deviation 2.6963 Minimum 1.1 Maximum 10.4 Range 9.3 Interquartile Range 3.9 Skewness -.387 616 Kurtosis -.212 1.191 Description Midwest Mean 3.233 1.0118 95% Confidence Interval Lower Bound 1.006 for Mean Upper Bound 5.460 5% Trimmed Mean 2.898 Median 2.100 Variance 12.286 Std. Deviation 3.5051 Minimum -.2 Maximum 12.7 Range 12.9 Interquartile Range 3.4 Skewness 1.998 637 Kurtosis 4.718 1.232a. Compare the range for the western states with that of the Midwest. Which region had a greater range? b. Examine the IQR for each region. Which is greater? c. Use the statistics to characterize the variability in population increase in the two regions. Does one region have more variability than another? If yes, why do you think that is