Carlyle circle
In mathematics, a Carlyle circle (after Thomas Carlyle (1795–1881)) is a certain circle in a coordinate plane associated with a quadratic equation. The circle has the property that the solutions of the quadratic equation are the horizontal coordinates of the intersections of the circle with the horizontal axis. Carlyle circles have been used to develop ruler-and-compass constructions of regular polygons.
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Carlyle circle
In mathematics, a Carlyle circle (after Thomas Carlyle (1795–1881)) is a certain circle in a coordinate plane associated with a quadratic equation. The circle has the property that the solutions of the quadratic equation are the horizontal coordinates of the intersections of the circle with the horizontal axis. Carlyle circles have been used to develop ruler-and-compass constructions of regular polygons.
has abstract
Der Carlyle-Kreis (auch Lill-K ...... chen Funktion verwandt werden.
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In matematica, il cerchio di C ...... notevoli doti come matematico.
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In mathematics, a Carlyle circ ...... tructions of regular polygons.
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Okrąg Carlyle'a – okrąg w kart ...... zkockiego pisarza i historyka.
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カーライル円(カーライルえん、英: Carlyle circ ...... 正多角形を定規とコンパスのみを用いて作図するために使われる。
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Wikipage page ID
39,453,637
Wikipage revision ID
741,206,593
author
John Leslie, Elements of Geometry, prop. XVII, p. 176
text
To divide a straight line, whe ...... uivalent to a given rectangle.
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Der Carlyle-Kreis (auch Lill-K ...... chen Funktion verwandt werden.
@de
In matematica, il cerchio di C ...... notevoli doti come matematico.
@it
In mathematics, a Carlyle circ ...... tructions of regular polygons.
@en
Okrąg Carlyle'a – okrąg w kart ...... zkockiego pisarza i historyka.
@pl
カーライル円(カーライルえん、英: Carlyle circ ...... 正多角形を定規とコンパスのみを用いて作図するために使われる。
@ja
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Carlyle circle
@en
Carlyle-Kreis
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Cerchio di Carlyle
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Okrąg Carlyle'a
@pl
カーライル円
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