Proof of Pi

#ProofPi The fractal symmetry of Pi How to square a circle like a giza How to square a circle like a stoner If pi was golden (based on the golden ratio phi) If pi was based on phi (perfect symmetry of pi) "Every explicit duality is an implicit unity" Alan Watts  The search for a mathematical proof of pi The flower of golden pi (pi based on phi) This page is all about the hashtag #ProofPi

Pi versus Pi Pi versus Pi, A comparison (3.141 v 3.144). This e-book contains a comparison of two different values of Pi and shows that one value has perfect symmetry, and one does not. To understand this book, all you need to know is the following simple mathematics: Geometry, Trigonometry, Pythagoras, Pi. Purchase the e-book  here  from Amazon. Purchase the e-book  here  from Google Books. Download a free copy of the e-book  here .

Proof of Pi This e-book contains a proof for Pi using simple mathematics. Using the ancient method of 'Squaring the Circle', which is when the circumference of a circle and the perimeter of a square are equal, it provides a simple and easy to understand proof. Pi is often defined as the ratio of a circle's circumference to its diameter, but it can also be seen as the relationships between the circle and the square. To understand this proof, all you need to know is the following simple mathematics: Geometry, Trigonometry, Pythagoras, Pi. Purchase the e-book  here  from Amazon. Purchase the e-book  here  from Google Books. Download a free copy of the e-book here .

Ancient symbols inside the Squared Circle The squared circle The squared circle Inside the square circle we can find many ancient symbols and structures including:  Giza Pyramid Stonehenge Giza Complex Knights Templar Cross Celtic Cross

The magical angles of Pi the circumference of the circle and the square are equal The point marked by the angles of the eight grey triangles is the point where the circumference of the circle and the circumference of the square are equal. the area of the circle and the square are equal The point marked by the angles of the eight grey triangles is the point where the area of the circle and the area of the square are equal.

Comparison of two values of Pi (Pi V Pi) Pi v Pi (3.141 verses 3.144) Here we will compare two different values for Pi. On the left is the value that we all know and on the right is the new value. For more information about the mathematical proof of Pi  www.proofpi.com

The perfect symmetry of the squared circle The extended squared circle For more information about the mathematical proof of Pi  www.proofpi.com