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Q l' ZI-ZZ II II II Ell . One of the different statistics reported by the Centers for Disease Control regarding incidence of obesity among adults in the United States provides that 40% of adults with some college degree are obese. The study also reports that 42.2% of adults without a college degree are obese. Assume the latter statistic is based on a sample of 1125 adults without a college degree. Based on o: = 0.05, does the data provide statistically signicant evidence that the incidence of obesity among adults without a college degree is greater than that among those with a college degree? 24- This involves which of the following hypothesis statements? a H1: 1: 0.40 d Ho: 1: s 0.40 e Both c and d are correct. f Both a and b are correct. 25 The test statistic for the hypothesis test is, a 1.31 b 1.51 c 1.73 d 1.99 26 The p-value for the testis, 0.0232 The incidence of obesity among adults without a college degree is greater 0.0416 The incidence of obesity among adults without a college degree is greater 0.0660 The incidence of obesity among adults without a college degree is not greater. 0.0951 The incidence of obesity among adults without a college degree is not greater. Dno'm 27 Regardless of how you answered the previous question, which of the following statements is correct? a If the proportion of men without a college degree is greater than 0.40 and the hypothesis test leads you to conclude that it is at most 0.40, then you have committed a Type I error. b If the proportion of men without a college degree is less than 0.40 and the hypothesis test leads you to conclude that it is at least 0.40, then you have committed a Type I error. c If the proportion of men without a college degree is at most 0.40 and the hypothesis test leads you to conclude that it is greater than 0.40, then you have committed a Type [I error. d If the proportion of men without a college degree is greater than 0.40 and the hypothesis test leads you to conclude that it is at most 0.40, then you have committed a Type 11 error