To: Tolerance Sucks Rocks
Is there some type of math function that would tell us Pi will repeat the pattern at some point down the road if we calculate it out far enough?
Or are we certain that the numbers will forever be random with no pattern ever?
4 posted on
03/15/2018 3:02:06 AM PDT by
Psalm 73
("I will now proceed to entangle the entire area".)
To: Psalm 73
Sounds like it’s gonna be random forever.
7 posted on
03/15/2018 3:07:52 AM PDT by
Tolerance Sucks Rocks
(The US Constitution ....... Invented by geniuses and God .... Administered by morons ......)
To: Psalm 73
Ratio of whole number sized radius to infinitely fractioned circumference of circle.
Basically two different paradigm of measurement or coordinate system. One is cartesian square and the other speaks of angle and radius to define a position on a map. It is like two different units/methods of measurements which are converted using the number pi.
You also have logarithmic scales , square roots and many other sort of irrational numbers
13 posted on
03/15/2018 3:33:33 AM PDT by
JudgemAll
(Democrats Fed. job-security Whorocracy & hate:hypocrites must be gay like us or be tested/crucifiedc)
To: Psalm 73
To: Psalm 73
https://en.m.wikipedia.org/wiki/Proof_that_π_is_irrational
20 posted on
03/15/2018 4:41:10 AM PDT by
Darteaus94025
(Can't have a Liberal without a Lie)
To: Psalm 73
Random forever. If the digits started to repeat, that means it’s a fraction where you know the numerator and denominator.
BTW here’s an easy but slow formula for approximating it:
pi = 4 x (1/1 - 1/3 + 1/5 - 1/7 ...)
It’s an infinite sequence of fractions, but you never get to a fraction that’s the “last” fraction.
23 posted on
03/15/2018 5:16:24 AM PDT by
jiggyboy
(Ten percent of poll respondents are either lying or insane)
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