The Foldex
Origami Geometric Construction for Addition

Origami Geometric Construction for Addition

Image: <a href="//commons.wikimedia.org/w/index.php?title=User:AhmedFrance123&amp;action=edit&amp;redlink=1" class="new" title="User:AhmedFrance123 (page does not exist)">AhmedFrance123</a> (CC BY-SA 4.0)

NameOrigami Geometric Construction for Addition
Model NameGeometric Construction (Addition)
Creator / DesignerUnknown
Year Created2020
Difficulty (1-10)7
Base Formcustom
Recommended Paperstandard-copy
Recommended Paper SizeA4
Number of Sheets1
Primary Subjectgeometric
Tagsorigami mathematics, geometric construction, origami numbers, mathematical proof, closure property, addition, origami geometry
Diagram SourceFile:Constructing length a + b using origami.jpg

Description

This diagram illustrates a fundamental geometric construction in origami mathematics, demonstrating how to construct a length 'a + b' using a series of folds (represented by lines and points). It serves as a visual proof for the closure under addition for origami numbers, showing how new lengths can be derived from existing ones on a paper plane.

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