The value of pi (off topic and into mathematical esoterica)
Bryce Anderson bryce_anderson@yahoo.com
Wed, 28 Oct 1998 12:53:43 -0800 (PST) (00909629623, 19981028205343.13537.rocketmail@send104.yahoomail.com)
---Xianapol@aol.com wrote:
[slice]
Pi
> is irrational. In other words, it is a decimal that goes on and on
and on and
> never ends or repeats. It is
> 3.141592653589793238462643383279502884197169399375105820974944
> 592307816406286208998628034825342117067982148086513282306647
> 093844609550582231725359408128481117450284102701938521105559
> 64462294895493038196442881097566593344612847564823 to just a few
digits. You
> can get it to 50000 digits at
www.ccsf.caltech.edu/~roy/pi.50000.html. It has
> been calculated by supercomputers to millions of digits.
BRYCE
I thought that pi could only be determined by experimental
observation. Last I heard, it was out to a billion digits.
XIANA
So, why didn't God
> just dedicate an infinitely large book just to tell us the
comparatively
> unimportant information of the circumference a pool. The truth is
that
> anywhere you chose to terminate pi you are introducing an
inaccuracy. 3 is
> fine for an approximation, especially if it is something reasonable
picky like
> the circumference of a pool.
BRYCE
Actually, using the word 'approximately' would have better served
the author, while saving on paper. But the text makes no indication
of an approximation.
[note: I'm still about fifty messages behind, so I apologize if
someone has beaten me to the punch.]
XIANA
> Second, the scripture says that the pool was circular in shape. It
does not
> say that it was a perfect and absolutely flawless circle, accurate
to a ten
> billionth of a cubit in circumference. In fact, I challenge you do
draw an
> absolutely perfect circle with just one pencil and a piece of paper
(no
> compass or other apparatus). You can't draw it, much less dig it. For
> something to be "circular in shape" it only needs to appear to the
eye to be a
> circle. It may have really been 30 cubits around. My guess is that
I gave
> you piece of chalk and a parking lot and asked you to draw me a 10
cubit
> diameter (about 15 ft) circle, then we measured the circumference, you
> probably could not, unaided, do much better than they did, if you
did better
> at all.
BRYCE
Why do we need to attempt it "unaided?" Wouldn't that be placing
a limitation on ourselves that the ancient craftsmen were free to
ignore? What evidence is there that they only "eyeballed" their
measurements during the forging of the pool?
==
Bryce Anderson
http://members.tripod.com/~Idafab/index.html
How can it be tourist season if we can't shoot them?
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