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General Category => Huh? => Topic started by: Pigmeat on March 14, 2016, 1045 UTC

Title: Happy Pi Day!
Post by: Pigmeat on March 14, 2016, 1045 UTC
That is all.
Title: Re: Happy Pi Day!
Post by: Fansome on March 14, 2016, 1905 UTC
The roundest knight at King Arthur's was Sir Cumference... He ate too much Pi.
Title: Re: Happy Pi Day!
Post by: Pigmeat on March 15, 2016, 0741 UTC
Hey-Oh!!
Title: Re: Happy Pi Day!
Post by: John Poet on March 16, 2016, 1746 UTC
The roundest knight at King Arthur's was Sir Cumference... He ate too much Pi.

3.14159 times too much pie.

Title: Re: Happy Pi Day!
Post by: fpeconsultant on March 17, 2016, 1629 UTC
In ancient China, values for π included 3.1547 (around 1 AD), √10 (100 AD, approximately 3.1623), and
142/45 (3rd century, approximately 3.1556). Around 265 AD, the Wei Kingdom mathematician Liu Hui created a polygon-based iterative algorithm and used it with a 3,072-sided polygon to obtain a value of π of 3.1416. Liu later invented a faster method of calculating π and obtained a value of 3.14 with a 96-sided polygon, by taking advantage of the fact that the differences in area of successive polygons form a geometric series with a factor of 4. The Chinese mathematician Zu Chongzhi, around 480 AD, calculated that π ≈ 355/113 (a fraction that goes by the name Milü in Chinese), using Liu Hui's algorithm applied to a 12,288-sided polygon. With a correct value for its seven first decimal digits, this value of 3.141592920... remained the most accurate approximation of π available for the next 800 years.
Sorry for the "n" - couldn't get the commodore 64 to give me the proper symbol for pi - hah!
FPE
Title: Re: Happy Pi Day!
Post by: Oliver on March 17, 2016, 1729 UTC
What about the Einstein-Pi(e) connection?

Einstein figured out that gravity is best described by a field theory rather than as a direct interaction between individual bodies,
and connecting fields to localized bodies involves integrating over the surface of a sphere, and the area of a sphere is proportional to Pi.

The whole birthday thing is just a happy accident.
Title: Re: Happy Pi Day!
Post by: radiogaga on March 17, 2016, 1958 UTC
Duane Johnson's thoughts on pi(e)
https://www.youtube.com/watch?v=ptkD0IxTRmM

 :D ;D

rgg