Here is the synopsis of our sample research paper on Statistical Control Process for Ida’s Pills. Have the paper e-mailed to you 24/7/365.
Essay / Research Paper Abstract
This 4 page paper is based on data supplied by the student. The use of statistical control process is used to assess the time it takes a patient to take a set of pills. The process is placed into a chart and then analyzed. The bibliography cites 1 source.
Page Count:
4 pages (~225 words per page)
File: TS14_TESPCida.rtf
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Unformatted sample text from the term paper:
time taken to take the pills over a period of 26 days the first stage of the statistical process control is to chart the data, this has been done indicating
the time take to take the pills. The data is provided from days 1 - 26, the first two days were those were the process was being learned and was
accompanied by some training, so it is possible to argue that these are not data point that should be included, due to their position as training points. However, they are
being included in the data to give a full analysis. The x axis is the independent variable, in this case the days, the Y axis is the time taken
in minutes. The areas that show a potential out of control or deviant result are the earlier areas of the chart where the process was being learnt, the
chart then shows that there is a very uniform result being achieved following the initial introduction stage. This charting be useful as there is the potential to measure the process
against other potential variables in order to assess whether or not there is a relationship between any other variables, h ere there only appears to be a link to the
initial training and getting used to the process. This is supported by analysing the data. Looking at this there are 26 data
points and the range is the highest point less the lowest point, so the range is 5. Next we can calculate the mean is 6.07 and we also need
to look at the standard deviation, the calculation for this is shown below is each of the data points put into a calculation of the square route of each of
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