Is there a relationship between pi, physics, and probability?

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The discussion centers on the relationship between pi, physics, and probability, specifically through a formula involving variables A, B, and a constant C. The formula ABB = C suggests a connection between the diameter of a circle and a derived value of pi, expressed as Pi of A = 3.1416 + root of (C : A). Participants question the assertion that the value of pi varies and seek clarification on its relevance to probability and statistics.

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  • Basic knowledge of geometry, particularly the properties of circles
  • Familiarity with variables and constants in mathematical formulas
  • Conceptual grasp of probability and its relationship to mathematical expressions
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The natural connection between physics,math,and geometry

A – variable from 0.001mm to infinity mm ( A = diameter of circle )

B – variable from 0.0173 to zero

C – constant number 0.0000003
The nature formula is ABB = C

B of A = root of ( C : A ) Variable pi formula

Pi of A = 3.1416 + root of ( C : A )

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The only thing I could distill from your post is that you are asserting the value of $\pi$ somehow varies...in what kind of space are you operating? What does this have to do with probability/statistics?

My first inclination was to simply shut down your thread as it was on another site, but I want to give you a chance to post something lucid before doing so.
 

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