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Suppose that the proportion of all American adults that fit the medical definition of being obese is 0.23. A large medical clinic would like to
Suppose that the proportion of all American adults that fit the medical definition of being obese is 0.23. A large medical clinic would like to determine if the proportion of their patients that are obese is higher than that of all American adults. The clinic takes a simple random sample of 30 of their patients and finds that 9 patients in the sample are obese. The researchers created the following simulated null distribution with 1000 trials using the One Proportion applet: Distribution of Count in Group1 150 100 Frequency 10 12 14 2 Show150 100 Frequency 8 10 12 14 1 2 3 5 6 7 8 9 10 11 12 13 14 15 Counts 4 12 51 81 145 174 175 122 109 73 29 Based on the p-value = 0.2, what is your conclusion for the hypothesis test in the context of this problem? O There is little to no evidence that more than 23% of all patients at this clinic are obese. There is little to no evidence that more than 30% of all patients at this clinic are obese. There is strong evidence that 23% of all patients at this clinic are obese. There is strong evidence that 30% of all patients at this clinic are obese
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