1. Tyler Apiaries sells bees and beekeeping supplies. Bees (including a queen) are shipped in special packages according to weight. The target weight of a package is 4 kgs. Historically, Tyler’s shipments have weighed on average 5 kgs, with a standard deviation of 0.10 kgs. Calculate the process capability, assuming the lower and upper tolerance limits are 1 kgs and 1.7 kgs respectively. Is Tyler Apiaries currently able to meet the tolerance limits 99.7% of the time?
2. Suppose Tyler improves its processes so that the average package weight is now 1.4 kgs with a new standard deviation of 0.06 kgs. The tolerance limits remain as before. Is the new process capable 99.7% of the time?
3. Referring back to problems 1 and 2 above, what would the standard deviation have to be for Tyler Apiaries to achieve Six Sigma quality levels (+/- 6 sigma) with regard to the weight of the bee packages?
1. Tyler Apiaries sells bees and beekeeping supplies. Bees (including a queen) are shipped in special...
Question 1 5 pts Leah's Toys makes rubber balls. The current process is capable of producing balls that weigh, on average, 7.8 ounces. The tolerance limits for the process are +/- 0.5 ounces from the average weight. In order for Leah's process to achieve Six Sigma quality levels with regard to the weight of the balls, the standard deviation must not exceed ounces (state the answer at the precision level of 2-decimal places). Next
Solve Part 2 First Name Last Name Please put your name on this test and every page that you submit. Please answer the questions and solve the problem in the proper order [1, 2, 3...] 20 points each. tely precisely, and completely as possible 1. Explain Deming's Funnel Experiment. What did he use it for? 2. Differentiate between Pareto Chart and Cause-and-Effect Diagram. Which one should be used first? 3. Explain "The Central Limit Theorem." Why is it so important...