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Introduction to Euclidean Constructions

Introduction to Euclidean Constructions

Introduction to Euclidean Constructions — Items 9 — Proposition 1: Construct an Equilateral Triangle on a Given Segment、Euclid Proposition 2: Construct a Segment Equal to a Given Segment at a Given Po、Cut Off a Segment Equal to a Given Segment from a Longer Line Segment

Items: 9

Contents

Proposition 1: Construct an Equilateral Triangle on a Given Segment
Proposition 1: Construct an Equilateral Triangle on a Given Segment
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Euclid Proposition 2: Construct a Segment Equal to a Given Segment at a Given Po
Euclid Proposition 2: Construct a Segment Equal to a Given Segment at a Given Po
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Cut Off a Segment Equal to a Given Segment from a Longer Line Segment
Cut Off a Segment Equal to a Given Segment from a Longer Line Segment
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Proposition 9: To bisect a given rectilinear angle.
Proposition 9: To bisect a given rectilinear angle.
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Proposition 10: To bisect a given finite straight line.
Proposition 10: To bisect a given finite straight line.
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Constructing a Perpendicular Line from a Point on a Given Line
Constructing a Perpendicular Line from a Point on a Given Line
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Proposition 12: Perpendicular from a Point to a Line
Proposition 12: Perpendicular from a Point to a Line
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Proposition 46: Constructing a Square on a Given Line Segment
Proposition 46: Constructing a Square on a Given Line Segment
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Constructing a Segment of Length Square Root of 2 from a Unit Segment
Constructing a Segment of Length Square Root of 2 from a Unit Segment
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