> [Original Message]
> From: Andrew Douglas Pitonyak <[EMAIL PROTECTED]>
> To: <users@openoffice.org>
> Date: 10/4/2008 7:27:48 PM
> Subject: Re: [users] OT Re: [users] Re: Web Site Hijacked?
>
> Lisi Reisz wrote:
> > On Saturday 04 October 2008 23:04:08 Robert Holtzman wrote:
> >
> >> You're right about x^0
> >> of course but your example of x^(1 + -1) doesn't look right. x^(1 + -1)
> >> reduces to x^0 not x * 1/x.
> >>
> >
> > x^0 = 1 x*1/x = 1, so they are the same. To take concrete examples:
x^2 *
> > x^3 = x^(2+3) = x^5, say 2^2 * 2^3 = 8 * 16 = 128, 2^5 = 128
> >
> > Lisi
> >
> I would be more inclined to say that the limit as x approaches zero of x
> * 1/x is 1.
>
> --
> Andrew Pitonyak
> My Macro Document: http://www.pitonyak.org/AndrewMacro.odt
> My Book: http://www.hentzenwerke.com/catalog/oome.htm
> Info: http://www.pitonyak.org/oo.php
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>
>
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