This question has part a,b,and c 1O Ho: u = 1 versus H: u > 1O Ho: u + 1 versus H: u = 1O Ho: µ = 1 versus H,: µ # 1(b) Find the p-value for the test and use it to perform the test in part (a)....

This question has part a,b,and c

Extracted text: Ground beef is packaged in small trays, intended to hold 1 pound of meat. A random sample of 50 packages in the small tray produced weight measurements with an average of 1.04 pounds and a standard deviation of 0.16 pounds. (a) If you were the quality control manager and wanted to make sure that the average amount of ground beef was indeed 1 pound, what hypotheses would you test? O Hn: µ = 1 versus H: µ < 1="" o="" ho:="" µ="">< 1="" versus="" h:="" µ=""> 1 O Ho: u = 1 versus H: u > 1 O Ho: u + 1 versus H: u = 1 O Ho: µ = 1 versus H,: µ # 1 (b) Find the p-value for the test and use it to perform the test in part (a). (Round your answer to four decimal places.) p-value = State your conclusion. (Use a = 0.05.) O since the p-value is greater than alpha, H, is not rejected. O since the p-value is greater than alpha, H, is rejected. O Since the p-value is less than alpha, H, is not rejected. O Since the p-value is less than alpha, H, is rejected. (c) How would you, as the quality control manager, report the results of your study to a consumer interest group? O There is a 95% chance that any meat tray selected will weigh 1 pound. O There is a 5% chance that any meat tray selected will weigh 1 pound. O Since the sample average is greater than 1, all meat trays will weigh at least 1 pound. O There is insufficient evidence to indicate that the average amount of ground beef is different from 1 pound. O There is sufficient evidence to indicate that the average amount of ground beef is different from 1 pound.