The accompanying data show the number of central public libraries in 30 states and the District of Columbia. A summary of the data is shown in the following table. Should the maximum and minimum values of this data set be considered potential outliers? Why or why not? You can check your answer by using technology to make a boxplot using fences to identify potential outliers. Summary statistics Variable Mean Std. dev. Median Minimum Maximum Q1 Q3 - X Central 31 161.64516 156.3493 97 623 63 237 Central public library data Public Libraries Click the icon to view the number of central public libraries for different states. States Number of Central States Number of Central Libraries Libraries Arkansas 58 Indiana 237 South Dakota 112 Illinois 623 Should the maximum value of this data set be considered a potential outlier? Why or why not? lowa 534 Mississippi 52 Tennessee 186 Idaho 102 Because the maximum value is the the value a potential outlier. North Carolina 80 South Carolina 42 (Type an integer or a decimal. Do not round.) Hawai Connecticut 182 Should the minimum value of this data set be considered a potential outlier? Why or why not? Utah 72 Louisiana 68 Colorado 113 Oregon 129 Because the minimum value is the the value a potential outlier. Maryland 24 Nevada 21 (Type an integer or a decimal. Do not round.) California 184 West Virginia 97 Arizona 90 New Jersey 281 District of Columbia Florida 82 Pennsylvania 455 Massachusetts 368 Virginia 91 Georgia 63 Nebraska 263 Florida 82 Kansas 318 Print Done Help me solve this View an example Statcrunch