Problem 10-29 (Algo) The following table contains the measurements of the key length dimension from a fuel...

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Problem 10-29 (Algo)

The following table contains the measurements of the key lengthdimension from a fuel injector. These samples of size five weretaken at one-hour intervals. Use three-sigma control limits. UseExhibit 10.13.

OBSERVATIONS

SAMPLE NUMBER12345
10.4810.4860.4920.5170.475
20.4850.5050.5270.4910.528
30.4860.4870.5130.4870.524
40.4810.5050.4680.4860.486
50.4670.5030.5120.4680.479
60.4680.4930.5020.4910.508
70.4850.5070.4860.4790.507
80.5320.5040.4850.4800.483
90.4930.5050.5150.5070.499
100.4920.5070.5090.5170.481
110.4910.5120.4690.4900.496
120.4840.4410.5210.5070.525
130.5290.4950.4910.5180.507
140.4820.4970.5070.4910.503
150.4920.5110.4830.5170.506
160.4610.5020.4800.4780.525
170.4710.4740.5140.4770.491
180.5210.5120.4910.4750.480
190.5050.5520.4860.4810.489
200.5020.4820.4810.5070.507


a. Calculate the mean and range for the abovesamples. (Do not round intermediate calculations. Roundyour answers to 3 decimal places.)


b. Determine X=X= and R?R? . (Do notround intermediate calculations. Round your answers to 3 decimalplaces.)


c. Determine the UCL and LCL for a X?X? -chart.(Do not round intermediate calculations. Round your answersto 3 decimal places.)


d. Determine the UCL and LCL forR-chart. (Leave no cells blank - be certain toenter "0" wherever required. Do not round intermediatecalculations. Round your answers to 3 decimal places.)


e. What comments can you make about theprocess?


  • Process is in statistical control.

  • Process is out of statistical control.

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