packaging line fills nominal 64-ounce tomato juice jars with a quantity of juice having a normal distribution with a mean of 64.30 ounces. The process should have a standard deviation smaller than 0.15 ounces per jar. (A larger standard deviation leads to too many under filled and overfilled jars.) A random sample of 24 jars is taken every hour to evaluate the process. The data is given in data_6. Construct a 95% confidence interval on the process standard deviation. Do the data indicate that the process standard deviation is greater than 0.15? data6 'ounces' 64.37 64.26 64.22 64.42 64.13 64.44 64.64 64.19 63.85 64.17 64.21 64.23 64.64 64.12 64.98 64.34 64.2 64.31 64.15 64.09 64.33 64.19 64.57 64.19
A packaging line fills nominal 64-ounce tomato juice jars with a quantity of juice having a
data6
'ounces'
64.37
64.26
64.22
64.42
64.13
64.44
64.64
64.19
63.85
64.17
64.21
64.23
64.64
64.12
64.98
64.34
64.2
64.31
64.15
64.09
64.33
64.19
64.57
64.19
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