I read in !emc-pstc that Doug McKean <dmck...@corp.auspex.com> wrote (in
<007501c16cba$d2481220$3e3e3...@corp.auspex.com>) about '80/80 rule for
euro compliance?', on Tue, 13 Nov 2001:
>I have never liked the 80-80 Rule as liberal as some may 
>think it is.  I've even toyed with the idea of writing a paper 
>about it, but I think I'd go to sleep writing it, let alone 
>presenting it.  
>
>If you take the basic premise statistically and work out the 
>numbers yourself, you will surprised at the results.  
>
>Say you have a given a total population of 100 products. 
>In that total population, you expect 20 products to fail. 
>Now, you take 5 samples from that population and 
>calculate the probability of failure. 
>
>The chances of 1 product failing in the 5 samples drawn 
>is 42%.  The probability of 2 products failing from 5 samples 
>in the above example is 21%. 
>
>IOW, you have a 1 in 5 chance of failing the 80-80 Rule 
>by following it.  That's bad.  And if your company is into 
>the practice of shipping relatively small amounts of product, 
>that can be bad also. 

This is what happens if you apply the 80/80 rule to small numbers of
product. It's really applicable only to high-volume production (mostly
consumer) products, where some statistical criterion has to be set to
eliminate the need for 100% testing. 
-- 
Regards, John Woodgate, OOO - Own Opinions Only. http://www.jmwa.demon.co.uk 
Eat mink and be dreary!

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