Sunday, December 22, 2013

Process Improvement Plan 1

passage Improvement Plan Jammie T. Jackson OPS/571 University of Phoenix Steven Williams overbearing 6, 2012 Introduction In this Process Improvement Plan Paper, a Statistical Process realise exit be terminate for the butt identified in workweek One which was not being able to derive to work on time. An story of the control limits go forth be given, which will include the performed calculations and info used to determine them. In addition, the effects of seasonal factors will be discussed using the process performance selective information from week one. Last, the calculated intervals and their usefulness will be discussed based on the number of info evinces. simplicity Limits The control limits were calculated by finding the cockeyed and measuring stick departure from the arriving at work on time data set. When adding all the data points and dividing them by the number of data points allowed for the mean to be incline up. The data set collected was 6.07, 6.08, 6.12, 6.05, 6.06, 6.05, 6.07, 6.05, 6.05, 6.05, 6.03, and 6.05. The mean is 6.07 + 6.08 + 6.12 + 6.05 + 6.06 + 6.05 + 6.07 + 6.05 + 6.05 + 6.05 + 6.03 + 6.05=72.73/12=6.06. later on the mean was identified it was subtracted from each data point and the response was heartyd for example, (6.07 6.06), (6.
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08 6.06), (6.12 6.06), (6.05 6.06), (6.06 6.06) (6.05 6.06), (6.07 6.06), (6.05 6.06), (6.05 6.06), (6.05 6.06), (6.03 6.06), (6.05 6.06)= .0001, .0004, .0036, .0001, 0, .0001, .0001, .0001, .0001, .0001, .0009, .0001. Then the mean of the result was found which is 0001 + .0004 + .0036 + .00 01 + 0 + .0001 + .0001 + .0001 + .0001 + .00! 01 + .0009 + .0001= .0057/12=.000475 To get the standard deviation the square root was taken from the mean which was 0.02179. The control limits were calculated by the standard deviation by 3 which was 0.0127994495 x 3= 0.065383484. In society to get the upper control limit, the master key data set to the result was added...If you want to get a sound essay, order it on our website: BestEssayCheap.com

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