Recently, management at a certain golf course received a few corriplaints about the condition of the greens. Several players complained that the greens are too fast. Rather than react to the comments of just a few, the Golf Association conducted a survey of 100 male and 100 female golfers. Suppose the survey results are summarized here. Male Golfers Female Golfers Greens Condition Greens Condition Handicap Too Fast Finc Handicap Too Fast Fine 10 40 Under 15 1 9 Under 15 15 or more 25 25 15 or more 39 51 (a) Combine these two crosstabulations into one with Male and female as the row labels and Too Fast and Fine as the column labels. . Greens Condition Gender Too Fast Fine Total Male Female Total Which group shows the highest percentage saying that the greens are too fast? The Select -- golfers have the highest percentage saying the greens are too fast, and the percentage is %. (b) Refer to the initial crosstabulations. For those players with low handicaps (better players), which group (male or female) shows the higher percentage saying the greens are too fast 7 Among low handicap golfers, % of the women think the greens are too fast and % of the men think the greens are too fast. So, for the low handicappers, the ---Sclect--- show a higher percentage who think the greens are too fast. (c) Reler to the initial crosstabulalions. For those players with higher handicaps, which group (male or female) shows the higher percentage saying the greens are loo last? (Round your answers to the nearest whole number.) Among the higher handicap golfers, % of the women think the greens are too fast and % of the men think the greens are too fast. So, for the higher handicap golfers, the -Select-- show a higher percentage who think the greens are too fast. (d) What conclusions can you draw about the preferences of men and women concerning the speed of the greens? Are the conclusions you draw from part (a) as compared with parts (b) and (c) consistent? Explain any apparent inconsistencies