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try doing a scattergram of your two variables.  It should look much more like a
cloud than a line.

"Anon." wrote:

> Chia C Chong wrote:
> >
> > I have 2 random variables (X and Y). The covariance,c was found equal to
> > 20.2006 and their correlation coefficient,p was 0.0245.
> >
> > From the statistical book, if their c=0, means that X and Y are uncorrelated
> > i.e p=0. However, in my case, c is quite large but p is extremely
> > small...So, what justification could I said with this kind of data??
> >
> It measn the variances are large.  If s_A is the standard deviation of
> A, then
>
> p_XY = c_XY/(s_X*s_Y)
>
> So for your data, s_X*s_Y = 824.5.  This is why we use p, it's re-scaled
> so that the variances are 1, so we can compare correlations of variables
> with different variances.  In this case, p looks very close to 0.
>
> Bob
>
> --
> Bob O'Hara
> Metapopulation Research Group
> Division of Population Biology
> Department of Ecology and Systematics
> PO Box 17 (Arkadiankatu 7)
> FIN-00014 University of Helsinki
> Finland
>
> tel: +358 9 191 28779      mobile: +358 50 599 0540
> (Yes, I have finally joined 21st Century Finland)
> fax: +358 9 191 28701    email: [EMAIL PROTECTED]
> To induce catatonia, visit <http://www.helsinki.fi/science/metapop/>
>
> It is being said of a certain poet, that though he tortures the English
> language, he has still never yet succeeded in forcing it to reveal his
> meaning
> - Beachcomber

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