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another way to phrase thatis
for each case find x= X_XBAR and y = YBAR
then multiply x*y (this is called a cross-product).
then find the sum of the crossproducts.

Stephen Clark wrote:

> "janne" <[EMAIL PROTECTED]> wrote in message
> [EMAIL PROTECTED]">news:[EMAIL PROTECTED]...
> > I have a correlation formula I don't get to work. And we must use this
> > formula on the test. Let me give you an example: Let's say X  and  Y
> > are:
> > x    y
> > 1   68
> > 2   91
> > 3   102
> > 3   107
> > 4   105
> > 4   114
> > 5   115
> > 6   127
> > _   ___
> > 28  829
> > _                    _
> > X is =3.5 and Y is =103.625
> >
> > Now to my problem. Look at the formula in this URL:
> > http://www.jannesgallery.com/corr.html.
> > How do I do the first (X-X(with a line above))? I have tried to take
> >         _
> >    X-X
> > 1-3.5=2.5
> > 2-3.5=-1.5
> > 3-3.5=-0.5
> > 3-3.5=-0.5
> > 4-3.5=0.5
> > 4-3.5=0.5
> > 5-3.5=1.5
> > 6-3.5=2.5
> > ________
> > 0
> >
> >
> >
> > As you see the answer is zero. What do I do wrong? and the same with
> > Y-Y(with a line above). It turns out to be zero. Please help me to tell
> > how I should do.
> >
> > Janne
> >
> The sum is:
>
> (1-3.5)*(68-103.625) + (2-3.5)*(91-103.625) + ... + (6-3.5)*(127-103.625)
>
> which, in general, will not be zero.

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