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Kategorier: Alle - geometry - definitions

av Kristin Pothoof 11 år siden

1815

Euclidean Geometry

Euclidean geometry, established by the ancient Greek mathematician Euclid, forms the basis of classical geometry. It is built upon a set of fundamental principles that include postulates and common notions.

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algerbra

Ved Helki Dladla

The Six Domains of Mathematics

Ved Jennifer Lewis

Congruence, constructions and similarity

Ved Amanda Nickaboine

$Math Summative$

Math Summative

Ved Maham Saif - T L Kennedy SS (2352)

Proposition 1

Euclidean Geometry

Common Notions

CN 5

CN 4

CN 3

CN 2

CN 1

Postulates

Postulate 5

Postulate 4

Postulate 3

Postulate 2

Postulate 1

Definitions

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A line is breadthless length.

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A point is that which has no part.

Euclidean Geometry

Euclidean geometry, established by the ancient Greek mathematician Euclid, forms the basis of classical geometry. It is built upon a set of fundamental principles that include postulates and common notions.

algerbra

The Six Domains of Mathematics

Congruence, constructions and similarity

Math Summative

Proposition 1

Euclidean Geometry

Common Notions

CN 5

CN 4

CN 3

CN 2

CN 1

Postulates

Postulate 5

Postulate 4

Postulate 3

Postulate 2

Postulate 1

Definitions

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