Question
Historically, the length of human pregnancies has been normally distributed, with a standard deviation of =8.8{version:1.1,math:sigma = 8.8} days. A random sample of n=10{version:1.1,math:n =
Historically, the length of human pregnancies has been normally distributed, with a standard deviation of =8.8{"version":"1.1","math":"\sigma = 8.8"} days. A random sample of n=10{"version":"1.1","math":"n = 10"} women was collected. The sample mean duration of their pregnancies was x=279.1{"version":"1.1","math":"\bar{x} = 279.1"} days. Please use this information to calculate a 90% confidence interval for the true mean length of human pregnancies. Input the lower and upper bounds
Question 18 (0.5 points)
Input the lower bound.
Input the upper bound.
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