1. Do different generations view marriage differently? A 2010 survey of a random sample of adult Americans conducted by the Pew Research Center asked the following questions of each participant: \"Is marriage becoming obsolete?\" The results from the survey are shown in the table below. a. Find and report appropriate numerical statistics to describe the association, if any, between generation and opinion about marriage. b. Calculate the MAD statistic for these data. c. Create a well-labeled graph to display the above data. Also, describe in one or two sentences what this graph tells you about the association between generations and whether marriage is viewed as becoming obsolete. Does it appear that generations tend to view marriage differently, and if so, how? Table for Questions #1 Marriage obsolete? Yes No Total Millennial (ages 18-29) 236 300 536 Generation Gen X Boomers (ages 30-45) (ages 46-65) 313 401 416 745 729 1,146 Age 65+ 68 143 211 Total 1,018 1,604 2,622 2. The University of Pennsylvania's National Annenberg Election Survey of 2004 studied the humor of late-night comedians Jon Stewart, Jay Leno, and David Letterman. Between July 15 and September 16, 2004, they performed a content analysis of the jokes made by Jon Stewart during the \"headlines\" segment of The Daily Show and by Jay Leno and David Letterman during the monologue segments of their shows. The data that they gathered was: Leno: 315 of the 1313 jokes were of a political nature Letterman: 136 of the 648 jokes were of a political nature Stewart: 83 of the 252 jokes were of a political nature a Organize the data into a two-way table, with the explanatory variable as the columns and the response variable as the rows. b For each comedian, calculate the conditional proportion of his jokes that were political in nature. Comment on what your analysis reveals. c State the null and alternative hypotheses in symbols, defining the symbols that you use. d Would you analyze these data using a Chi-square Test or an ANOVA? e Also comment on whether you believe the technical conditions are met for this procedure to be valid. f The test statistic is found to be 14.184 with p-value = .001. Sketch the null distribution, label and scale the horizontal axis, and shade the area representing the p-value