Okura is packed by a local farmer and shipped to a nearby grocer. The label on the package says "Fresh Okura 14 oz". Of course, this "14 oz" is an approximate value, and no package contains exactly 14 ounces of okura. You have collected data to estimate the true mean amount of okura in the package. The data, based on 34 observations, revealed a mean of 14.25 ounces with a standard deviation of 0.44. Construct a 90% confidence interval.
t critical value at 33 df with 0.10 significance level = 1.692
90% confidence interval for is
- t * S / sqrt(n) < < + t * S / sqrt(n)
14.25 - 1.692 * 0.44 / sqrt(34) < < 14.25 + 1.692 * 0.44 / sqrt(34)
14.116 < < 14.378
90% CI is ( 14.116 , 14.378 )
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