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Another Ramanujan Trick
10-03-2019, 07:21 AM
Post: #13
RE: Another Ramanujan Trick
(10-02-2019 11:14 PM)Valentin Albillo Wrote:  If something as immensely complicated as a function capable of finding the real part of one root of a 34th degree polynomial with 32 zero coefficients and 3 real-valued coefficients is to be counted as just one function applied to 3 parameters then you can go the whole hog and simply use:

               4*arctan(1) = 3,1415926535897932384626433832795+

which uses just 2 digits and one function, which is many orders of magnitude simpler than your function which gives the root of the 34th-degree polynomial, and further agrees with infinitely many correct digits of Pi.

Surely going the whole hog would be arccos(-1)? Smile

— Ian Abbott
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Messages In This Thread
Another Ramanujan Trick - ttw - 09-29-2019, 06:45 AM
RE: Another Ramanujan Trick - Thomas Okken - 09-29-2019, 09:17 AM
RE: Another Ramanujan Trick - ijabbott - 10-03-2019 07:21 AM
RE: Another Ramanujan Trick - ijabbott - 10-03-2019, 08:23 PM
RE: Another Ramanujan Trick - ttw - 09-29-2019, 01:28 PM
RE: Another Ramanujan Trick - Albert Chan - 09-29-2019, 03:23 PM
RE: Another Ramanujan Trick - ttw - 09-29-2019, 05:09 PM
RE: Another Ramanujan Trick - Helix - 10-19-2019, 11:59 PM
RE: Another Ramanujan Trick - grsbanks - 10-19-2019, 05:46 PM
RE: Another Ramanujan Trick - rprosperi - 10-19-2019, 11:43 PM



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