Hi Brij

You wrote '√10 or Pi squared is also 10'

100000/31831 = 3.14159 and
3.14159 * 3.14159 = 9.86959

and it is nowhere near 10.

Madan
--- Brij Bhushan Vij <[EMAIL PROTECTED]> wrote:
> From: "Brij Bhushan Vij" <[EMAIL PROTECTED]>
> To: "U.S. Metric Association" <[EMAIL PROTECTED]>
> Subject: [USMA:24481] Re: Value of Pi As A Fraction
> Date: Fri, 17 Jan 2003 16:39:43 +0000
> 
> Hi Pat and all:
> You are right 355/113 (from 113355 - just write the
> first 3-digits in 
> denominator) is the approximation from China, which
> is fairly accurate. Yet, 
> it does not FIX the value for arc-angle 'Radian',
> which is (57�.2958 or 
> 57�17'44".88).This is fixed using Pi=100000/31831
> (3.
> 14159  15302  69234  39414  40733  87578  14708
> .....etc.)
> &#8730;10 or Pi squared is also 10.
> Regards,
> Brij B. Vij              TIME: to think
> Metric!<[EMAIL PROTECTED]>      
> <And Calendar too>
> 
> 
> 
> 
> 
> 
> >From: Pat Naughtin <[EMAIL PROTECTED]>
> >Reply-To: [EMAIL PROTECTED]
> >To: "U.S. Metric Association" <[EMAIL PROTECTED]>
> >Subject: [USMA:24478] Re: Value of Pi As A 
> Fraction
> >Date: Fri, 17 Jan 2003 19:03:21 +1100
> >
> >Dear Brij, Joe, and All,
> >
> >I have always liked the approximation of � (pi)
> that is 355/113
> >(3.141�592�9). I heard that this approximation is
> ancient and comes from
> >China, but I have never been able to confirm that.
> I like it because it 
> >only
> >uses the first three odd digits and it is more
> accurate than 22/7.
> >
> >Cheers,
> >
> >Pat Naughtin LCAMS
> >Geelong, Australia
> >
> >on 2003-01-17 02.14, Joseph B. Reid at
> [EMAIL PROTECTED] wrote:
> >
> > > Brij Bhushan Vij wrote in USMA 24467:
> > >
> > >> Madan, Bill and friends:
> > >> I have had the oppertunity of examining most
> values for Pi used by
> > >> man since (I could trace) and believe that
> *without defining Pi or
> > >> 'radian'* the sign of equation for circle (=2
> Pi radians) is
> > >> incomplete. The data, I worked is placed at:
> > >> http://the-light.com/cal/bbv_pi-radian.jpg
> > >> It may be observed that NO VALUE for Pi fits
> the above criteria,
> > >> since all suffer from its *truncation limit*
> during its evaluation.
> > >> My suggestion to use Pi=100000/31831 (exactly)
> had a run in computer
> > >> (1973) and in 'decimal notation' repeat all by
> itself after 5244th
> > >> decimal, over and over again. This fixes the
> value for Pi, and also
> > >> fixes the value for 'Radian = 57.2958 degree';
> to make the
> > >> definition meaningful.
> > >> Regards,
> > >> Brij B. Vij              TIME: to think
> Metric!<[EMAIL PROTECTED]>
> > >> <And Calendar too>
> > >>
> > >
> > >> I was suspicious of this posting since I had
> always regarded pi as
> > >> irrational.   A favorite exercise for underused
> super-computers is
> > >> adding a few hundred more digits to the value
> of pi.  I have just
> > >> referred to Hardy's "Pure Mathematics" where I
> found the following:
> > > "It has been shown (though the proof is long and
> difficult) that this
> > > number pi is not the root of any algebraic
> equation with integral
> > > coefficients,"
> > > On page 382 of Hardy we find:
> > > pi/4 = 1 - 1/3 + 1/5 - ....
> > > I believe that there are more-rapidly convergent
> series for pi, but I
> > > can't put my hands on them.
> 
> 
>
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