A soft drink machine is regulated so that the amount of drink it dispenses follows a normal distribution with a known standard deviation, and it is believed that standard deviation of the drinks dispensed is 20 milliliters. However a random sample of 30 drinks from the machine produced an average value of 373 milliliters and standard deviation of 23.4 milliliters; therefore, based on the results from sample data, there is concern that population standard deviation might be higher than what is believed.
Check the validity of the concern by determining a 95% confidence interval for the standard deviation of all drinks dispensed by this machine.
Oh its not about mean, its asking CI for population std dev @amistre64
there are different distributions like X^2, F, and the like that are generally used when determing a particular parameter. If memory serves, the X^2 relates to sds ... maybe.
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