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Outline
Pythagorean ternary tree
A geometric approach to generate Pythagorean triples
The Pythagorean tree (Price 2008)
A geometric method to Generate Pythagorean triangles(Barning(1963),Hall(1970))
BarningHall-Tree using m,n generators
Vogeler's method for generating Pythagorean Triples
Pythagorean ternary tree
Author:
Johannes Boot
Various methods for generating the Pythagorean ternary tree
A geometric approach to generate Pythagorean triples
The Pythagorean tree (Price 2008)
A geometric method to Generate Pythagorean triangles(Barning(1963),Hall(1970))
BarningHall-Tree using m,n generators
Vogeler's method for generating Pythagorean Triples
Next
A geometric approach to generate Pythagorean triples
New Resources
Combining Random Variables
Untitled
Riemann Sums
Task 3 - Custom Solid 1
Discriminant of y = ax² + bx + c
Discover Resources
Slide 7
Pentagon
Rhombus
Kuuseke
Discover Topics
Conic Sections
Correlation
Continuity
Translation
General Quadrilateral
