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Categorii: Tot - geometry - definitions

realizată de Kristin Pothoof 11 ani în urmă

1853

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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27

după Le Angela

Organigrama

după Júlia Roselló

Geometric Figures In Space & In The Plane

după Charles Richards

$Math expectations$

Math expectations

după Angelica Rangel

Proposition 1

Euclidean Geometry

Common Notions

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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.

27

Organigrama

Geometric Figures In Space & In The Plane

Math expectations

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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