On approximating PI

For example:


1/0.14 = 7.14..


Lets say 7


7 / 4 = 1.75


3^(7/4) = 6,838


3.14 * 1.75 = 5.495


Now let's say 1/0.1415 = 1.7747..


1.7747 / 4 = 0.443675


3^(0.443675) = 1.6329579


3 * 1.6329579 = 4.8988737


More approximate.


Lets try again.


PI = 3.14159265359


1 / 0.14159265359 = 7.06251330592


4 / 7.06251330592 = 0.2500000000


3^(0.25) = 1.31607401295


3 * 1.31607401295 = 3.40822203885


More appriximate again.


Etc.?


Comments

  1. PsimythDecember 18, 2022 at 8:18 PM

    Question: How does this relate to geometry, dimensions and say triangles or voxels on a 2d screen? What about Holy Number 5 and translating it into 2d?

    ReplyDelete
  2. PsimythDecember 18, 2022 at 8:20 PM

    So is it true that, given a certain widescreen resolution on a monitor, and polygons, the triangle Holy Number translated into geometry is used? What if instead of increasing pixels or calculating more polygons, we used a higher dimension Holy Number translated into 3d space and rendered as 2d?

    ReplyDelete
  3. PsimythDecember 19, 2022 at 12:39 AM

    Also, given PI = 3^(a/b), if b = 1, then what a equals, could be called its First Irrationality Factor. And if b = 2, then a is its Second Irrationality Factor, etc.

    ReplyDelete
  4. PsimythDecember 19, 2022 at 12:44 AM

    And if PI is a constant, and starts with 3, then 3^(a/PI), then a would be its First Doubly PI Irrational Factor, or the 3rd Doubly Irrational Factor of PI.

    ReplyDelete

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