On Sun, 27 Aug 2000, Rich Ulrich wrote:
> On 24 Aug 2000 13:30:02 -0700, [EMAIL PROTECTED] (dennis roberts) wrote:
>
> > in some cases ... chi square test statistics require using ONLY 1 tail ...
> > of the relevant chi square distribution ... but some cases require using a
> > two tailed appr
dennis roberts wrote:
>
> in some cases ... chi square test statistics require using ONLY 1 tail ...
> of the relevant chi square distribution ... but some cases require using a
> two tailed approach ...
>
> same can be said of F test statistics ...
>
> can we say that about t test statistics?
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On Thu, 24 Aug 2000, Ken Reed wrote in part:
KR> > One variable has 4 categories (agree-neutral-disagree, don't know).
> >
DB> Are you trying to say that you have one such variable, and your other
> > variables are otherwise described; or that you have a number of such
> > variables and you want
Several references I have looked at define skewness as follows:
mean > median: positive, or right-skewness
mean = median: symmetry, or zero-skewness
mean < median: negative, or left-skewness
Now, if I enter the following data into Excel:
-125, -100, -50, -25, -1, 0, 0, 0
There is more than one way to measure skewness, and with Fisher's
measure (based on the third moment about the mean), it is quite possible to
have mean > median with negative skewness or mean < median with positive
skewness. The magnitude of skewness needs to be considered in standardized
uni
- Original Message -
From: Ronny Richardson <[EMAIL PROTECTED]>
To: <[EMAIL PROTECTED]>
Sent: Monday, August 28, 2000 4:10 PM
Subject: Skewness and Kurtosis Questions
> Several references I have looked at define skewness as follows:
>
> mean > median: positive, or right-skewness
> mean
- Forwarded message from Ronny Richardson -
Several references I have looked at define skewness as follows:
mean > median: positive, or right-skewness
mean = median: symmetry, or zero-skewness
mean < median: negative, or left-skewness
- End of forwarded mess