The Quadrature and Geometry of the Circle Demonstrated (Classic Reprint)

Excerpt from The Quadrature and Geometry of the Circle Demonstrated

The following things are admitted by all Mathematicians First - Six times radius the perimeter of a regular-inscribed hexagon in every circle. Second - The radius of a circle of diameter unity °5.

Well, then, no Mathematician in the world can make the arithmetical value of in either greater or less than with out making the perimeter of a regular-inscribed hexagon to, a circle of diameter unity either greater or less than 3; and the radius of a circle Of diameter unity either greater or less than 5, either of which suppositions is absurd.

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