Examine the Statistical Process Control outputs. Five samples of three items each are randomly selected and measured. The measurements of five samples are shown in the following table. Sample #1 Sample #2 Sample #3 Sample #4 Sample #5 12.2 12.6 12 15 12.1 11.9 12.5 12.4 12.9 12.7 10 12.2 129 9 13.1 Note: round all intermediate calculations and final answers to two decimal places. 8. Based on the data above, if we want to construct the 3-sigma control limits for the mean chart, what are the LCL and UCL? Enter 1 if your answer is: 11.89 and 12.96 Enter 2 if your answer is: 10.09 and 14.37 Enter 3 if your answer is: 9.48 and 14.98 Enter 4 if your answer is: 11.01 and 13.45 Enter 5 if your answer is: 10.75 and 13.85 Answer: 9. Based on the data above, if we want to construct the 3-sigma control limits for the range chart, what are the LCL and UCL? Enter 1 if your answer is: 0 and 1.69 Enter 2 if your answer is: O and 4.45 Enter 3 if your answer is 0 and 5.40 Enter 4 if your answer is: 0 and 6.94 Enter 5 if your answer is: 0 and 5.72 Answer:= 10. Based on the data above and the control limits for the mean chart and the range chart from the previous questions, which of the following statement is correct? Enter 1 if your answer is: The process is in-control in the mean chart, but out- of-control in the range chart. Enter 2 if your answer is: The process is out-of-control in the mean chart, but in-control in the range chart. Enter 3 if your answer is: The process is in-control in both charts. Enter 4 if your answer is: The process is out-of-control in both charts. Enter 5 if your answer is: The process is out-of-control because there are outliers in the measurements