2. A manufacturer of chocolate candies uses machines to packagecandies as they (4 pts) move along a filling line. The companywants the packages to contain 8.1730 ounces of candy. A sample of50 packages is randomly selected periodically and the packagingprocess is stopped if there is evidence to show that the meanamount is different from 8.1730 ounces tested at a 95.00%confidence interval/level. In one particular sample of 50 packages,the MEAN.S is equal to 8.1590 ounces, with a STDEV.S of 0.0510ounce - should the packaging process be halted? What will be thehypothesis in this study? What will be the area of rejection inthis study using t Stat critical value? Create the statement ofrejection or not-rejection based upon the t Stat value and the tStat critical value What will be the conclusion of this study?
