Discussion:
pi/e={2041141/1100}^(1/52)
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Jon
2010-07-27 17:35:12 UTC
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pi/e={2041141/1100}^(1/52)

Good to 9 decimal places.

I knew it had to be a perfect fraction when the 27 started repeating.

http://jons-math.bravehost.com/eandpi.html
Christopher Henrich
2010-07-27 17:55:04 UTC
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Post by Jon
pi/e={2041141/1100}^(1/52)
Good to 9 decimal places.
I knew it had to be a perfect fraction when the 27 started repeating.
http://jons-math.bravehost.com/eandpi.html
At least 11 places, I would say.

(e/pi){2041141/1100}^(1/52) -1 ia about 4.5E-12.
--
Christopher J. Henrich
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http://www.mathinteract.com
"A bad analogy is like a leaky screwdriver." -- Boon
bert
2010-07-27 19:52:55 UTC
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Post by Jon
pi/e={2041141/1100}^(1/52)
Good to 9 decimal places.
I knew it had to be a perfect fraction when the 27 started repeating.
But to almost the same precision,
pi/e = (809927/900)^(1/47),
so what can there be special about
either of them?
--

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