A data set includes 3131 body temperatures of healthy adult humans having a mean of 98.3 degrees Upper F98.3\deg F and a standard deviation of 0.82 degrees Upper F0.82\deg F. Using this sample information, a 99 % 99% confidence interval estimate of the mean body temperature is found to be left parenthesis 97.90 degrees comma 98.71 degrees right parenthesis (97.90\deg, 98.71\deg). What does this information suggest about the use of 98.6 degrees Upper F98.6\deg F as the mean body temperature? Question content area bottom Part 1 A. Since the confidence interval includes the mean body temperature of 98.6 degrees Upper F98.6\deg F, the results suggests that the mean body temperature could be 98.6 degrees Upper F98.6\deg F. B. Since the confidence interval does not include the mean body temperature of 98.6 degrees Upper F98.6\deg F, the results suggests that the mean body temperature could be 98.6 degrees Upper F98.6\deg F. C. Since the confidence interval includes the mean body temperature of 98.6 degrees Upper F98.6\deg F, the results suggests that the mean body temperature could not be 98.6 degrees Upper F98.6\deg F. D. Since the confidence interval does not include the mean body temperature of 98.6 degrees Upper F98.6\deg F, the results suggests that the mean body temperature could not be 98.6 degrees Upper F98.6\deg F.

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