Aufsatz

On the circles which cut orthogonally the inscribed and escribed circles of a triangle.

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Digitalisierung: Münchener Digitalisierungszentrum, GDZ

Public Domain Mark 1.0 Universal

Language: Englisch

Bibliographic citation: The quarterly journal of pure and applied mathematics ; 18

Creator: Hart, Harry

Published: 1881 -

Last update: 26.05.2025, 3:47 PM CEST

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Object type

Aufsatz

Associated

Hart, Harry

Time of origin

1881 -

Other Objects (12)

Aufsatz

On the circles, which are described about the four circles, escribed and inscribed in a given plane triangle, taken by triads.

Aufsatz

On the circles, which are described about the four circles, escribed and inscribed in a given plane triangle, taken by triads. [Fortsetzung].

Aufsatz

Geometrical proof that nine-point circle of a triangle touches the inscribed and exscribed circles.

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Aufsatz

On the circles, which are described about the four circles, escribed and inscribed in a given plane triangle, taken by triads.

Aufsatz

On the circles, which are described about the four circles, escribed and inscribed in a given plane triangle, taken by triads. [Fortsetzung].

Aufsatz

Geometrical proof that nine-point circle of a triangle touches the inscribed and exscribed circles.

Standfoto

Circles

Standfoto

Circles

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Circles

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Circles

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Circles

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Circles

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Aufsatz

On the circles, which are described about the four circles, escribed and inscribed in a given plane triangle, taken by triads.

Aufsatz

On the circles, which are described about the four circles, escribed and inscribed in a given plane triangle, taken by triads. [Fortsetzung].

Aufsatz

Geometrical proof that nine-point circle of a triangle touches the inscribed and exscribed circles.

Standfoto

Circles

Standfoto

Circles

Standfoto

Circles

Standfoto

Circles

Standfoto

Circles

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Circles

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Circles

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Circles

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On the circles which cut orthogonally the inscribed and escribed circles of a triangle.

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Other Objects (12)

On the circles, which are described about the four circles, escribed and inscribed in a given plane triangle, taken by triads.

On the circles, which are described about the four circles, escribed and inscribed in a given plane triangle, taken by triads. [Fortsetzung].

Geometrical proof that nine-point circle of a triangle touches the inscribed and exscribed circles.

Circles

Circles

Circles

Circles

Circles

Circles

Circles

Circles

Circles

On the circles, which are described about the four circles, escribed and inscribed in a given plane triangle, taken by triads.

On the circles, which are described about the four circles, escribed and inscribed in a given plane triangle, taken by triads. [Fortsetzung].

Geometrical proof that nine-point circle of a triangle touches the inscribed and exscribed circles.

Circles

Circles

Circles

Circles

Circles

Circles

Circles

Circles

Circles

On the circles, which are described about the four circles, escribed and inscribed in a given plane triangle, taken by triads.

On the circles, which are described about the four circles, escribed and inscribed in a given plane triangle, taken by triads. [Fortsetzung].

Geometrical proof that nine-point circle of a triangle touches the inscribed and exscribed circles.

Circles

Circles

Circles

Circles

Circles

Circles

Circles

Circles

Circles

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