There are two sections of an introductory statistics course. Section A has 25 students and section B has 30 students. All students took the same final exam. The mean score in section A was 82 and the mean score in section B was 78. a) Find the sum of the scores in section A. b) Find the sum of the scores in section B. The sum of scores in section A is Blank 1 (Type in just your value, no other characters) The sum of scores in section B is Blank 2 (Type in just your value, no other characters)Find the median of the data set. (The values are all one data set.) Sales Tax State Percent State Percent State Percent State Percent State Percent Georgia 4 North Carolina 4.75 Hawaii 4 Alabama 4 North Dakota 5 Idaho 6 Nebraska 5.5 Maryland 6 Utah 4.7 Arkansas 6.5 Rhode Island 7 Montana 0 Indiana 7 New York 4 Tennessee 7 New Mexico 5.125 The media of the given data set is Blank 1 (Round result to two decimal places if possible.)A surge},r asked respondents their gender and how much they thought should be spent on a wedding. The following table shows the descriptive statistics for wedding costs, split by gender. Variable Gender M Mean StDev Minimum (11 Median (13 Maximum Amount Female 105 49026 130,20-'1r i" 5000 10000 20000 1,000,000 Male M 3864? 131,313 3 5000 10000 20000 $09,121 Compare the results for men and women. Comparing the means, which group thought more should be spent on a wedding? Males or females? Blank 1 [Type in either "males" or "females" without the quotes.) Comparing the standard deviations, which group had more 1irariation in their response? Males or famales? Blank 2 [Type in either "males" or "females" without the quotes.)