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Euclid developed his sytem of Geometry in a rigorous, logical manner. Each idea was only accepted as true if it could be proved to be true based on ideas that were already known and accepted. A formal proof is the logical demonstration that a particular theorem is true. The Geometry course described here uses proofs and logical reasoning in this manner to develop much of the material that is covered during the class.
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What does the term 'Proof-based Geometry' mean?