Data on the gasoline tax per gallon (in cents) as of a certain date for the 50 U.S. states and the District of Columbia are shown below. State Gasoline Tax per Gallon State Gasoline Tax per Gallon Alabama 19.1 Missouri 17.2 Alaska 9.1 Montana 27.7 Arizona 19.1 Nebraska 27.8 Arkansas 21.7 Nevada 23.7 California 37.1 New Hampshire 23.9 Colorado 23.4 New Jersey 14.5 Connecticut 25.1 New Mexico 19.0 Delaware 22.9 New York 33.9 District of    Columbia 23.4 North Carolina 35.4 North Dakota 23.1 Florida 30.7 Ohio 28.1 Georgia 26.6 Oklahoma 17.1 Hawaii 18.4 Oregon 30.1 Idaho 33.1 Pennsylvania 51.3 Illinois 33.0 Rhode Island 34.0 Indiana 28.9 South Carolina 16.9 Iowa 31.9 South Dakota 30.1 Kansas 24.9 Tennessee 21.3 Kentucky 25.9 Texas 20.1 Louisiana 21.0 Utah 30.0 Maine 31.5 Vermont 30.6 Maryland 32.7 Virginia 16.9 Massachusetts 26.6 Washington 44.5 Michigan 31.0 West Virginia 33.3 Minnesota 30.5 Wisconsin 33.0 Mississippi 18.3 Wyoming 24.1   (a) The smallest value in the data set is 9.1 (Alaska) and the largest value is 51.3 (Pennsylvania). Are these values outliers? Pennsylvania is an outlier, but Alaska is not.Alaska and Pennsylvania are both outliers.    Alaska is an outlier, but Pennsylvania is not.Neither Alaska nor Pennsylvania are outliers. How do you know if they are outliers? To be an outlier, an observation has to be greater than  or less than  . (b) Construct a boxplot of the data set. The box-and-whisker plot has a vertical axis numbered from 0 to 60. The box-and-whisker is also vertical. The bottom whisker is approximately 14.5, the bottom edge of the box is approximately 24, the line inside the box is approximately 28.1, the top edge of the box is approximately 33.5, and the top whisker is approximately 44.5. There are 2 outliers located at 9.1 and 51.3.   The box-and-whisker plot has a vertical axis numbered from 0 to 60. The box-and-whisker is also vertical. The bottom whisker is approximately 9.1, the bottom edge of the box is approximately 16, the line inside the box is approximately 26.6, the top edge of the box is approximately 36.5, and the top whisker is approximately 51.3.   The box-and-whisker plot has a vertical axis numbered from 0 to 60. The box-and-whisker is also vertical. The bottom whisker is approximately 9.1, the bottom edge of the box is approximately 21, the line inside the box is approximately 26.6, the top edge of the box is approximately 31.5, and the top whisker is approximately 44.5. There is one outlier located at 51.3.   The box-and-whisker plot has a vertical axis numbered from 0 to 60. The box-and-whisker is also vertical. The bottom whisker is approximately 14.5, the bottom edge of the box is approximately 26, the line inside the box is approximately 31.6, the top edge of the box is approximately 36.5, and the top whisker is approximately 51.3. There is one outlier located at 9.1. Comment on the interesting features of the plot. (Round numerical answers to the nearest cent.) The boxplot shows that a typical gasoline tax is around  cents per gallon, that the middle 50% of gasoline taxes lie between 21 and  cents per gallon, and that the distribution is      . There      outlier(s) in the distribution.

The minimum wage in the 13 states shown in the following table were in effect as of January 2016.† State AK AR CA CT HI MD MA MI NE NY RI VT WV MinimumWage ($/hr) 9.75 8.00 10.00 9.60 8.50 8.75 10.00 8.50 9.00 9.00 9.60 9.60 8.75 Find the mean, median, and mode of the minimum wages in these 13 states. (If necessary, round your answers to two decimal places.)   mean:$___  per hour median:$___  per hour mode:$___ per hour

During 2001, the Campbell Soup Foundation provided the following amounts in grants: Camden, N.J., $1,336,700; plant communities, $341,500; Dollars for Doers, $179,600; other projects, $64,100.   Source: The Campbell Soup Foundation, 2002 Annual Report, p. 16.   Construct a pie chart to summarize these contributions. Construct a bar chart to summarize these contributions. Why is it appropriate to construct a bar chart for these data instead of a histogram?

Which of the following statements is Incorrect? O A. Ordinal data may be described as qualitative. O B. A categorical variable may produce ordinal data. O C. Nominal data may be described as quantitative. O D. A discrete numerical variable may produce ratio scale data. AGE

1. The total number of Corona cases in the US, please keep in mind it is a running total. Courtesy of worldometers.info Date in 2020 Feb. 15 Day ( Number of Corona Cases (C) 1 15 Feb. 26 12 68 Mar. 8 23 541 Mar. 19 34 14,896 171,655 517,100 Mar. 30 45 Apr10. Apr. 21 May 2 May 13 May 24 June 4 56 67 835,559 1,170,301 1,443,627 78 89 100 1,704,112 1,942,737 111 June 15 122 2,187,774 June 26 133 July 7 July 18 2,556,718 3,109,759 144 155 3,849,089 July 29 Aug. 9 Aug. 20 Aug. 31 166 4,588,252 177 5,228,738 5,771,205 188 199 6,239,373 Sept. 11 Sept. 22 210 6,673,451 221 7,109,730 a. Let C be the total number of Corona Virus cases in the United States by the end of the r days since Feruary 14, 2020. (Let r = 0 represent Feb. 15, 2020.) Create a scatter plot of the data. Take up the entire piece of graph paper. Make sure to label the axes, and title your graph. Does it look linear? Exponential, Quadratic? c. Use the calculator to find the regression equation for this data. Express the…

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find the pie chart

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I only need Part D.

Suppose a survey question asks students, "Is your favorite baseball team the Oakland A's, the Los Angeles Dodgers, the San Diego Padres, the San Francisco Giants, or Other?"   What scale of measurement is being used? A. Nominal B. Interval C. Ratio D. Ordinal