The accompanying data show the gas taxes 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 limits to identify potential outliers. (Show work for this problem.) Summary statistics Column Gas Taxes (ct/gal) n Std. dev. 31 78271199 Median 478 Min 329 Max 68 7 QI 41 4 51 Click the icon to view the gas taxes for different states. Should the maximum value of this data set be considered a potential outlier? Why or why not? Because the maximum gas tax is the value (Type an integer or a decimal. Do not round.) Should the minimum value of this data set be considered a potential outlier? Why or why not? Because the minimum gas tax is the the value a potential outlier a potential outlier. (Type an integer or a decimal. Do not round.) Enter your answer in each of the answer boxes. O Gas Tax Data States Wisconsin Oregon Colorado South Carolina Kentucky Maryland Illinois Virginia Florida New Jersey Rhode Island Iowa Pennsylvania Louisiana Maine Montana Gas Taxes 51 3 49.5 40.4 352 44.4 51 49.5 40.7 55 329 524 50.4 687 38.4 48.4 46.2 States Missouri Indiana Vermont Minnesota Califorma North Dakota Kansas Oklahoma Michigan Utah West Virginia New York Ohio District of Columbia Massachusetts Gas Taxes 357 49.1 48.9 47 588 41 4 42 4 354 49.9 47 8 51 6 607 46.4 41 9 44.9 print Done