Problem Value: 1 point(s). Problem Score: 75%. Attempts Remaining: Unlimited. (1 point) Brewing Tea - A tea manufacturer

[answerhappygod]

Problem Value 1 Point S Problem Score 75 Attempts Remaining Unlimited 1 Point Brewing Tea A Tea Manufacturer 1 (41.94 KiB) Viewed 16 times

Problem Value: 1 point(s). Problem Score: 75%. Attempts Remaining: Unlimited. (1 point) Brewing Tea - A tea manufacturer claims that their green tea bags contain 2.5 grams of tea per bag. The new factory manager tests this claim by randomly sampling 8 tea bags and weighing their contents. If the mean weight of the sample bags is less than 2.2 grams, then the machines used to fill the tea bags will be investigated and repaired. Repeated testing has determined that the weight of these tea bags is normally distributed and has a known standard deviation of 0.5 grams. The testable hypotheses in this situation are Ho: H=2.5 vs. H₁: <2.5 1. Identify the consequences of making a Type I error. OA. The machine will be investigated and repaired when it needs to be. OB. The machine will not be investigated and repaired when it does not need to be. C. The machine will be investigated and repaired when it does not need to be. D. The machine will not be investigated and repaired when it needs to be. 2. Identify the consequences of making a Type Il error. OA. The machine will be investigated and repaired when it does not need to be. OB. The machine will not be investigated and repaired when it does not need to be. C. The machine will not be investigated and repaired when it needs to be. OD. The machine will be investigated and repaired when it needs to be. 3. Using the decision rule described above, what is the chance of making a Type I error? Round your answer to four decimal places. 0455 1. Using the same decision rule, what is the power of this test if the actual mean strength of manufactured tea bags is 2.2 per cup? Round your answer to four decimal places. 0455