Quadratrix of Hippias
The quadratrix or trisectrix of Hippias (also quadratrix of Dinostratus) is a curve, which is created by a uniform motion. It is one of the oldest examples for a kinematic curve, that is a curve created through motion. Its discovery is attributed to the Greek sophist Hippias of Elis, who used it around 420 BC in an attempt to solve the angle trisection problem (hence trisectrix). Later around 350 BC Dinostratus used it in an attempt to solve the problem of squaring the circle (hence quadratrix).
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Quadratrix of Hippias
The quadratrix or trisectrix of Hippias (also quadratrix of Dinostratus) is a curve, which is created by a uniform motion. It is one of the oldest examples for a kinematic curve, that is a curve created through motion. Its discovery is attributed to the Greek sophist Hippias of Elis, who used it around 420 BC in an attempt to solve the angle trisection problem (hence trisectrix). Later around 350 BC Dinostratus used it in an attempt to solve the problem of squaring the circle (hence quadratrix).
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La cuadratriz o trisectriz de ...... ahí el nombre de cuadratriz).
@es
La quadratrice d’Hippias, tris ...... ples de courbe non-circulaire.
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The quadratrix or trisectrix o ...... the circle (hence quadratrix).
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40,429,150
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1,009,478,839
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Quadratrix
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page
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@en
title
Quadratrix of Hippias
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urlname
QuadratrixofHippias
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hypernym
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comment
La cuadratriz o trisectriz de ...... ahí el nombre de cuadratriz).
@es
La quadratrice d’Hippias, tris ...... ples de courbe non-circulaire.
@fr
The quadratrix or trisectrix o ...... the circle (hence quadratrix).
@en
label
Cuadratriz de Hipias
@es
Quadratrice d'Hippias
@fr
Quadratrix des Hippias
@de
Quadratrix of Hippias
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