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…√2…π………………
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Number Tournament: TWENTY-ONE vs THE SQUARE ROOT OF TWO
21 (twenty-one)
seed: 31 (16 nominations)
class: semiprime
definition: 1+2+3+4+5+6
the square root of two
seed: 34 (15 nominations)
class: irrational number
definition: the length of a the longer side of the triangle formed by diagonally cutting a unit square in half
which is the best number?
twenty-one
the square root of two
Some abstract mathematics recently have put me deeper into the art of talking about one thing without having any idea what the hell it is.
"God made the integers; all else is the work of man."
Like Pythagoras and his followers' idea of defining a moment as measurable lengths and callable number, say 22/7. But then they discovered that some number are ultimately measurable but not absolutely definite (or in a correct sense, "rational"), like the aspect ratio of our modern paper size, sqrt2. They even produced a geometric proof of sqrt2's irrationality at the time. Yet we still have absolutely no idea what sqrt2 really means. Sqrt2 isn't a number, it's a characteristic of a number such that when it times itself will result in two.
Of course I have no idea of what the hell I'm talking about, but it's just fun thoughts.