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Trigonometry in Calculators Operate under Predetermined Value of Pi… Oh No 😅😅😅

That’s why you’ll find nasty realities of Pi based calculation. The tinier angle, the nastier.

Let’s go to r=1000 cm for 15° arc.

  1. Sine chord.
  2. Height.
  3. 15° arc length claimed by Pi.
  4. 15° arc length claimed by Phew.
  5. Difference between sine chord and Pi arc length 👉 0.747 cm.
  6. Difference between sine chord and Phew arc length 👉 3.245 cm.

Which one is logical?

So in a 261.05 cm × 8.55 cm rectangle, there is an arc. Pi claims 261.79 cm (2.618 m), Phew claims 264.29 cm (2.643 m).
Difference between arc length and the chord, say, after getting pressed to be a straight object, Pi claims 👉 0.74 cm or 👉 7.4 mm, while Phew claims 👉 3.24 cm.

If both differences are put at both chord edges, it will be 👉 0.37 cm or 3.7 mm each for Pi, and 👉 1.62 cm each for Phew.

Just imagine in your bedroom, does 3.7 MILIMETERS each (???) make sense for a rectangle with 2.61 METERS length, and 8.55 CENTIMETERS height??? It’s unbelievable!

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If it comes to 5° angle under 100 meters radius, everything becomes clear that pi doesn’t work in real world. In this scale, Pi’s arc is almost identical with its chord!!!

MISSING SEGMENTS THAT DISQUALIFIES PI

If the angle = one millionth degrees, then there will be one million tiny segments that are MISSING from pi based calculation.

Circle Area equals MORE than Pi. so is circumference which is acrually MORE than 2 x Pi. Why? Becausr the smaller angle, sin & tan chords will be relatively in the same length, for human sight only reach to +/- milimeter scale while there always SPACE between tan & sin chords. The curved lines also never be handled by pi based calculation which is stuck on Straight Lines. 👌🫰😎

PI IS WRONG

For 1° angle, scale 1000 meters of radius, both chords (tan & sin) equals +/- 17.453 meters each, the space between both chords equals 0.038 meters, or 3.8 centimeters.
when the arc gets straighten, it will become 17.453 meters plus 0.166 meters AKA 16.6 centimeters that emerges outside the scords to be 8.3 centimeters + 8.3 centimeters at both edges of the chords.

Or ii we take the scale 100 meters of radius, there will be:
2 x 1.7453 meters of chords with the space 0.38 centimeters or 3.8 milimeters. the straighten arc will be 1.7453 meters and 2 x 0.83 centimeters, or 8.3 milimeters each.

Does it make sense? You tell me.

One thing for sure: IT’S BEYOND 1.7453 meters, as THE PI TERRITORY.

So… Pi is INCORRECT, a bit shorter than it should be.

This is why it’s hard to meet Pi in REAL EXPERIMENT