> >My favorite, of course, is the equation having an x^7, the septic equation;
>
> If f(x) = x^7 would be the septic function, could we say that its
> inverse, f^(-1)(x) = x^(1/7) is the antiseptic function?
>
> Phll Mahler
> Middlesex CC
> Bedford, MA
----
Phil
that's almost as bad as saying that a data set
with two modes is co-modal --that want flush.
Rob
> ****************************************************************************
> * To post to the list: email mathedcc@archives.math.utk.edu *
> * To unsubscribe, send mail to: majordomo@archives.math.utk.edu *
> * In the mail message, enter ONLY the words: unsubscribe mathedcc *
> * Words in the Subject: line are NOT processed! *
> * Archives at http://archives.math.utk.edu/hypermail/mathedcc/ *
> ****************************************************************************
>
****************************************************************************
* To post to the list: email mathedcc@archives.math.utk.edu *
* To unsubscribe, send mail to: majordomo@archives.math.utk.edu *
* In the mail message, enter ONLY the words: unsubscribe mathedcc *
* Words in the Subject: line are NOT processed! *
* Archives at http://archives.math.utk.edu/hypermail/mathedcc/ *
****************************************************************************