There is a need to find a precise or true value of the Pi of the circle but not by adding more digits to the erroneous traditional Pi value. Instead of the traditional approach to shaping the polygon into a circle, this book introduces a new innovative approach contained in the following paragraphs that utilize the Circle Theorem and the Pythagorean Theorem to establish the relationship between the arc of a circle and the resulting chord, which in turn, yield a precise Pi value. The method of proof uses geometric and math equations and proves that the equivalent straightened arc of a circle is the hypotenuse of the base chord and the altitude one-half chord that is formed by a 90-degree central angle. The arc (πD/4) is equated to the hypotenuse of a right triangle formed by the rectangle’s diagonals and pairs of isosceles triangles as well.
READ AN EXCERPT ORDER A COPY NOW
