Cyclopædia
Assuming cissoid is required, the following 4 results were found.
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ANGLE IN A SEMICIRCLEhttps://chambers.encyclo.eu/index.php/unclassified/ANGLE%20IN%20A%20SEMICIRCLE
Augulus Lunularis, is that formed by the Intersection of two Curve Lines; the one Concave, and the other Convex. See LUNE. Cissoid Angle, Augulus Cissoides, is the inner angle made by two Spherical Convex Lines intersecting. See CISSOID. Sistrum Angle,...
- Type: Article
- Author: Ephraïm Chambers
- Category: Unclassified
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Geometryhttps://chambers.encyclo.eu/index.php/mathematics/geometry
Measuring, &c. Instruments used therein, as Compasses, Ruler, Square, Parallelism, Scale, &c. Curves, as Circle, Cycloid, Cissoid, Catenaria, Caustic, Evolute, quadratrix, &c. Circumstances thereof, as Axis, Diameter, Radius, Centre, Circumference,...
- Type: Category
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VIEW OF KNOWLEDGEhttps://chambers.encyclo.eu/index.php/view-of-knowledge
Measuring, &c. Instruments used therein, as Compasses, Ruler, Square, Parallelism, Scale, &c. Curves, as Circle, Cycloid, Cissoid, Catenaria, Caustic, Evolute, quadratrix, &c. Circumstances thereof, as Axis, Diameter, Radius, Centre, Circumference,...
- Type: Article
- Author: Ephraïm Chambers
- Category: Introduction
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ASYMPTOTEhttps://chambers.encyclo.eu/index.php/mathematics/geometry/ASYMPTOTE
they may have three; and all Curves of the fourth Kind may have four Asymptotes. See CURVE OF HIGHER KIND. The Conchoid, Cissoid, and Logarithmic Curve, though not reputed Geometrical Curves, have each also one Asymptote. See MECHANICAL, TRANSCENDENTAL,...
- Type: Article
- Author: Ephraïm Chambers
- Category: Geometry