The "Dear Abby" reference that appears in this handout appears in Larsen, R. J., and Marx, M. L. (1981) An Introduction to Mathematics Statistics and its Applications , Englewood Cliffs, NJ: Prentice-Hall, p. 159.
The following letter appeared in the "Dear Abby" column in the Tennessean (Nashville) on January 20, 1973:
Dear Abby,
You wrote in your column that a woman is pregnant for 266 days. Who said so? I carried my baby for ten months and five days, and there is no doubt about it because I know the exact date my baby was conceived. My husband is in the Navy and it couldn't possibly have been conceived any other time because I saw him only once for an hour, and I didn't see him again until the day before the baby was born.
I don't drink or run around, and there is no way this baby isn't his, so please print a retraction about the 266-day carrying time because otherwise I am in a lot of trouble.
San Diego Reader
Assume that the standard deviation of pregnancies is 16 days.
If the mean length of pregnancies is 266 days with a standard deviation of 16 days, how likely is it that a pregnancy would last at least ten months and five days?
How long would a pregnancy have to last to fall in the longest 5% of all pregnancies? Find the z-score that corresponds to the longest 5% of scores in a standard normal distribution.
According to the Web site www.nctpregnancyandbabycare.com (as of September 16, 2002), the "official" definition of a premature birth is a baby "born before 37 completed weeks of pregnancy." What is the probability that a baby born within a "normal" pregnancy would be born before 37 completed weeks?
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