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Originally Posted by Charmed
Dear Steve: Excellent article. You have highlighted three problems very nicely. Now, I have a question about the fourth. If we take any 25 numbers, such as what you have, can we necessarily say that they follow the "normal" distribution. Quite coincidentally, I was looking at an exactly similar problem and I came to the conclusion that the numbers do not represent a normal distribution. I did not "randomize" them using a random number generator, but did do some other types of "randomizing." Again, thanks for a lovely and thought provoking article.
Charmed ![]() |
OOPS, rewind, rewind. As I looked at the file again, I did shift the uniform data to a normal distribution. If you double click on the charts, you can find the underlying excel file (which is why the file is somewhat large, lately I have been trying to be sure that only the chart object comes into the word file). You can see my random number generator routine.
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Originally Posted by Mike S.
I like it, Steve. Good job. Do we get to read "Lies ****ed Lies and Statistics"?
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Originally Posted by ccochran
Steve,
Very nice, concise article. It uses an economy of words to explain a confusing issue. You know, a simply eye-ball analysis of the data in the bar chart reveals that we were dealing with random variation in the first place, but people love to interpret all kinds of meaning into data that doesn't exist. The control chart confirms our suspicion that the data represents nothing more than the random variation of a stable system. Keep up your fine writing. Craig |
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Originally Posted by Steve Prevette
Somehow, people have lost the ability to "eyeball" data. In that regard, we may have been better off before computers and ways to beat data into submission and before Power Point.
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Originally Posted by Craig H.
If I may, I would like to keep it handy to use as ammunition.....
Craig H. |

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