if you are talking about a t test for means ... most software would 
automatically give a two tailed p value ... unless you specify otherwise 
(which software usually will let you do)

here is the typical example

Two-sample T for C1 vs C2

      N      Mean     StDev   SE Mean
C1  10     25.70      2.87      0.91
C2  10     27.50      3.66       1.2

Difference = mu C1 - mu C2
Estimate for difference:  -1.80
95% CI for difference: (-4.90, 1.30)
T-Test of difference = 0 (vs not =): T-Value = -1.22  P-Value .238

when ns are 10 for each ... df would be 18 for the two sample t 
(approximately) ... so, here is what a t distribution with df=18 looks like




                                 :: :
                              .:.::.:::.
                         . :::::::::::::...
                         ::::::::::::::::::: .
          . .. .....::::::::::::::::::::::::::::::... .. . .    .
           ---+---------+---------+---------+---------+---------+---C3
           -3.0      -1.5       0.0       1.5       3.0       4.5

the p value of .238 is figured in the following way:

from 0 ... go to the negative side to -1.22 ... and also from 0 to the 
right side to +1.22 ... and find the area BELOW -1.22 and ABOVE +1.22 ... 
this is the p value of .238 that gets printed out ...

two tails ...


At 11:25 AM 4/4/01 -0500, auda wrote:
>Hi,
>What is the p-value of a t-statistic significant (significant level shown by
>the software is p) in the wrong direction in an one-tailed test? Should we
>modified it to (1-p)? Or it is just p?
>
>
>Erik
>
>
>
>
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_________________________________________________________
dennis roberts, educational psychology, penn state university
208 cedar, AC 8148632401, mailto:[EMAIL PROTECTED]
http://roberts.ed.psu.edu/users/droberts/drober~1.htm



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