Stat project 3 | Applied Sciences homework help

 

Project#3– Methods of Quality Improvement

Individual Project

The data set shows 48 samples (for 48 hours) of size n=7 collected to test the production process of a filling machine for soft drink bottling.  The target filling is 20 fluid ounces.

Your tasks:

Select a random sample of 24 hours of data.  [Feel free to do it manually, if you cannot use the sample selection procedure in the software. ]                  Using the sample data, accomplish the following:

Part 1

1.     Construct an xbarchart.  Need to use graph paper.

2.     Calculate and plot the centerline and upper and lower control limits for the charts.

3.     Calculate and plot the A, B and C zone boundaries of the x-bar chart.   

4.     Plot the 24 sample means on the x-barchart.

5.     Based on x-bar findings, is the process under statistical control?  Explain and justify your answer.

 

Part 2

6.      Construct an R-chart. Need to use graph paper.

7.     Calculate and plot the centerline and upper and lower control limits for the charts.

8.     Calculate and plot the A, B and C zone boundaries of the R-chart.   

9.     Plot the sample ranges on the R-chart.

10.  Analyze the pattern of the R-chart.

11.  Based on R-chart findings, is the process under statistical control?  Explain and justify your answer.

 

Part 3

 

12.  Theoretically, what is the difference between x-bar chart and R-chart? Explain briefly.

13.  How are they used?  That is, what is their purpose? Explain briefly.

 

Part 4

 

14.  Compare the findings from your x-bar chart and R-chart.

15.  Explain why rational sub-groupings are used in constructing control charts?

16.  What are the major findings from the study? Explain briefly.

17.  What are your conclusions from the study?  Explain briefly.

 

Report:

 

Submit your findings and analysis in a report format (used in Project 1).  

 

 

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