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Graphic Trisection of an arbitrary angle: The FLatortue Method Solution to the 'impossible problem'

Graphic Trisection of an arbitrary angle: The FLatortue Method Solution to the 'impossible problem'

Graphic Trisection of an arbitrary angle: The FLatortue Method Solution to the
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Graphic Trisection of an arbitrary angle: The FLatortue Method Solution to the 'impossible problem' Paperback - 2017

by Harold Florentino Latortue Phd

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  • Title Graphic Trisection of an arbitrary angle: The FLatortue Method Solution to the 'impossible problem'
  • Author Harold Florentino Latortue Phd
  • Binding Paperback
  • Condition New
  • Pages 112
  • Volumes 1
  • Language ENG
  • Publisher Flatortue
  • Publication date 2017-04-06
  • Bookseller's Inventory # 29429275-n
  • ISBN 9780692870129 / 0692870121
  • Weight 0.35 lbs (0.16 kg)
  • Dimensions 9.02 x 5.98 x 0.23 in (22.91 x 15.19 x 0.58 cm)
  • Category Mathematics
  • Quantity available 5

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From the publisher

The Flatortue Method of arbitrary angle trisection provides the necessary basic knowledge (to trisect an arbitrary angle using a compass and a straight edge) that was lacking in the fields of mathematics and geometry studies for centuries. The FLatortue Method declassifies trisection from 'impossible' problem to common knowledge. In this book, the simple steps to perform the trisection of an arbitrary angle are presented with the algebraic analysis that shows why the Method is mathematically justified. The FLatortue Method opens the doors to solving the problem of dividing any arbitrary angle into 'n' equal parts when 'n' is a prime number.

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