Suppose a magazine ranks the best paying college degrees in a country. The following data show the median starting salary, the mid-career salary, and the percentage increase from starting salary to mid-career salary for the 20 college degrees with the highest mid-career salary.DegreeStarting SalaryMid-Career Salary% IncreaseCollege Degree A59,400105,00077College Degree B56,400101,00079College Degree C54,800101,00084College Degree D64,800105,00062College Degree E53,50093,40075College Degree F61,20087,70043College Degree G56,20097,70074College Degree H50,40087,00073College Degree I48,80097,800100College Degree J60,800106,00074College Degree K47,50091,50093College Degree L41,50088,300113College Degree M49,30087,10077College Degree N50,90090,30077College Degree O46,40088,30090College Degree P63,900106,00066College Degree Q93,000155,00067College Degree R50,70099,60096College Degree S56,70091,30061College Degree T50,00093,40087(a)Using a class width of 10, construct a histogram for the percentage increase in the starting salary.A histogram with 8 class labels along the horizontal axis is given.The horizontal axis is labeled: % Increase.The vertical axis is labeled: Frequency.Centered over the leftmost label, 40-49.9, a bar is drawn 1 unit tall. Moving to the right, information about the remaining bars (beginning with class label) is listed.50-59.9: 1 unit tall60-69.9: 3 units tall70-79.9: 2 units tall80-89.9: 8 units tall90-99.9: 4 units tall100-109.9: no bar110-119.9: 1 unit tallA histogram with 8 class labels along the horizontal axis is given.The horizontal axis is labeled: % Increase.The vertical axis is labeled: Frequency.Centered over the leftmost label, 40-49.9, a bar is drawn 8 units tall. Moving to the right, information about the remaining bars (beginning with class label) is listed.50-59.9: 4 units tall60-69.9: no bar70-79.9: 1 unit tall80-89.9: 1 unit tall90-99.9: 1 unit tall100-109.9: 3 units tall110-119.9: 2 units tallA histogram with 8 class labels along the horizontal axis is given.The horizontal axis is labeled: % Increase.The vertical axis is labeled: Frequency.Centered over the leftmost label, 40-49.9, a bar is drawn 1 unit tall. Moving to the right, information about the remaining bars (beginning with class label) is listed.50-59.9: no bar60-69.9: 4 units tall70-79.9: 8 units tall80-89.9: 2 units tall90-99.9: 3 units tall100-109.9: 1 unit tall110-119.9: 1 unit tallA histogram with 8 class labels along the horizontal axis is given.The horizontal axis is labeled: % Increase.The vertical axis is labeled: Frequency.There is no bar centered over the leftmost label, 40-49.9. Moving to the right, information about the remaining bars (beginning with class label) is listed.50-59.9: 1 unit tall60-69.9: 4 units tall70-79.9: 2 units tall80-89.9: 8 units tall90-99.9: 3 units tall100-109.9: 1 unit tall110-119.9: 1 unit tall(b)Comment on the shape of the distribution.The histogram is ---Select--- skewed to the left skewed to the right symmetric .(c)Develop a stem-and-leaf display for the percentage increase in the starting salary. (Enter numbers from smallest to largest separated by spaces. Enter NONE for stems with no values.)Leaf Unit = 14 5 6 7 8 9 10 11 (d)What are the primary advantages of the stem-and-leaf display as compared to the histogram? (Select all that apply.)stem-and-leaf display shows the actual datastem and leaf display provides exactly the same information as a histogramstem-and-leaf display is hard to readthe stem-and-leaf display is easier to construct by hand stem and leaf display provides less information than a histogram

Name: Suppose a magazine ranks the best paying college degrees in a country.
Uploaded: 2024-03-20T07:06:16.000Z
Channel: Bartleby
Description: Suppose a magazine ranks the best paying college degrees in a country. The following data show the median starting salary, the mid-career salary, and the percentage increase from starting salary to mid-career salary for the 20 college degrees with th

Question

Suppose a magazine ranks the best paying college degrees in a country. The following data show the median starting salary, the mid-career salary, and the percentage increase from starting salary to mid-career salary for the 20 college degrees with the highest mid-career salary.DegreeStarting SalaryMid-Career Salary% IncreaseCollege Degree A59,400105,00077College Degree B56,400101,00079College Degree C54,800101,00084College Degree D64,800105,00062College Degree E53,50093,40075College Degree F61,20087,70043College Degree G56,20097,70074College Degree H50,40087,00073College Degree I48,80097,800100College Degree J60,800106,00074College Degree K47,50091,50093College Degree L41,50088,300113College Degree M49,30087,10077College Degree N50,90090,30077College Degree O46,40088,30090College Degree P63,900106,00066College Degree Q93,000155,00067College Degree R50,70099,60096College Degree S56,70091,30061College Degree T50,00093,40087(a)Using a class width of 10, construct a histogram for the percentage increase in the starting salary.A histogram with 8 class labels along the horizontal axis is given.The horizontal axis is labeled: % Increase.The vertical axis is labeled: Frequency.Centered over the leftmost label, 40-49.9, a bar is drawn 1 unit tall. Moving to the right, information about the remaining bars (beginning with class label) is listed.50-59.9: 1 unit tall60-69.9: 3 units tall70-79.9: 2 units tall80-89.9: 8 units tall90-99.9: 4 units tall100-109.9: no bar110-119.9: 1 unit tallA histogram with 8 class labels along the horizontal axis is given.The horizontal axis is labeled: % Increase.The vertical axis is labeled: Frequency.Centered over the leftmost label, 40-49.9, a bar is drawn 8 units tall. Moving to the right, information about the remaining bars (beginning with class label) is listed.50-59.9: 4 units tall60-69.9: no bar70-79.9: 1 unit tall80-89.9: 1 unit tall90-99.9: 1 unit tall100-109.9: 3 units tall110-119.9: 2 units tallA histogram with 8 class labels along the horizontal axis is given.The horizontal axis is labeled: % Increase.The vertical axis is labeled: Frequency.Centered over the leftmost label, 40-49.9, a bar is drawn 1 unit tall. Moving to the right, information about the remaining bars (beginning with class label) is listed.50-59.9: no bar60-69.9: 4 units tall70-79.9: 8 units tall80-89.9: 2 units tall90-99.9: 3 units tall100-109.9: 1 unit tall110-119.9: 1 unit tallA histogram with 8 class labels along the horizontal axis is given.The horizontal axis is labeled: % Increase.The vertical axis is labeled: Frequency.There is no bar centered over the leftmost label, 40-49.9. Moving to the right, information about the remaining bars (beginning with class label) is listed.50-59.9: 1 unit tall60-69.9: 4 units tall70-79.9: 2 units tall80-89.9: 8 units tall90-99.9: 3 units tall100-109.9: 1 unit tall110-119.9: 1 unit tall(b)Comment on the shape of the distribution.The histogram is  ---Select--- skewed to the left skewed to the right symmetric .(c)Develop a stem-and-leaf display for the percentage increase in the starting salary. (Enter numbers from smallest to largest separated by spaces. Enter NONE for stems with no values.)Leaf Unit = 14 5 6 7 8 9 10 11 (d)What are the primary advantages of the stem-and-leaf display as compared to the histogram? (Select all that apply.)stem-and-leaf display shows the actual datastem and leaf display provides exactly the same information as a histogramstem-and-leaf display is hard to readthe stem-and-leaf display is easier to construct by hand stem and leaf display provides less information than a histogram

Accepted Answer

Hello. Since your question has multiple sub-parts, we will solve first three sub-parts for you. If…

Degree	Starting Salary	Mid-Career Salary	% Increase
College Degree A	59,400	105,000	77
College Degree B	56,400	101,000	79
College Degree C	54,800	101,000	84
College Degree D	64,800	105,000	62
College Degree E	53,500	93,400	75
College Degree F	61,200	87,700	43
College Degree G	56,200	97,700	74
College Degree H	50,400	87,000	73
College Degree I	48,800	97,800	100
College Degree J	60,800	106,000	74
College Degree K	47,500	91,500	93
College Degree L	41,500	88,300	113
College Degree M	49,300	87,100	77
College Degree N	50,900	90,300	77
College Degree O	46,400	88,300	90
College Degree P	63,900	106,000	66
College Degree Q	93,000	155,000	67
College Degree R	50,700	99,600	96
College Degree S	56,700	91,300	61
College Degree T	50,000	93,400	87