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This gas chandelier is made out of metal and has a bold style with curves and angles.

Gas Chandelier

This gas chandelier is made out of metal and has a bold style with curves and angles.

A curve that is a function and resembles the sine or cosine curve.

Trigonometric Curve

A curve that is a function and resembles the sine or cosine curve.

A curved line with endpoints.

Line, Curved

A curved line with endpoints.

A curved line with endpoints. This illustration resembles a parabola.

Line, Curved

A curved line with endpoints. This illustration resembles a parabola.

A curved line with endpoints.

Line, Curved

A curved line with endpoints.

A curved line with endpoints.

Line, Curved

A curved line with endpoints.

A curved line with endpoints.

Line, Curved

A curved line with endpoints.

A curved line with endpoints.

Line, Curved

A curved line with endpoints.

A curved line with endpoints.

Line, Curved

A curved line with endpoints.

A curved line with endpoints.

Line, Curved

A curved line with endpoints.

A curved s-shaped line.

Line, Curved

A curved s-shaped line.

A curved wavy line.

Line, Curved Wavy

A curved wavy line.

The illustration of an irregular curves for solid. The isometric projection of the curve can be drawn by the series of perpendicular lines parallel to the axis.

Drawing Irregular Isometric Curves of Solid

The illustration of an irregular curves for solid. The isometric projection of the curve can be drawn…

"Any knot, however complex, can be fully represented by three closed plane curves, none of which has doubled points and no two of which intersect." -Britannica, 1910

Double Strand Knot

"Any knot, however complex, can be fully represented by three closed plane curves, none of which has…

"In heraldry, represented as covered with escallop- or scallop-shells: said of the field; also, covered with an imbricated pattern of curving lines." -Whitney, 1911

Escalloped

"In heraldry, represented as covered with escallop- or scallop-shells: said of the field; also, covered…

The Byzantine interlacement band consists of wavy arcs and curves that have an angular bend. This design comes from the St. Sofia in Constantinople, Turkey.

Byzantine Interlacement Band

The Byzantine interlacement band consists of wavy arcs and curves that have an angular bend. This design…

The Romanesque interlacement band consists of wavy arcs and curves that have an angular bend. It is found in the archivolt (band curve) in Segovia, Spain.

Romanesque Interlacement Band

The Romanesque interlacement band consists of wavy arcs and curves that have an angular bend. It is…

The Romanesque interlacement band consists of wavy arcs and curves that have an angular bend.

Romanesque Interlacement Band

The Romanesque interlacement band consists of wavy arcs and curves that have an angular bend.

"Any knot, however complex, can be fully represented by three closed plane curves, none of which has doubled points and no two of which intersect." -Britannica, 1910

Knot

"Any knot, however complex, can be fully represented by three closed plane curves, none of which has…

Illustration showing a parabola with curve lines.

Parabola

Illustration showing a parabola with curve lines.

"In geometry, certain transcendental curves having, in polar coordinates, equations of the form ρ = a cos b θ. A, three-leaved rose of equation ρ = a sin 3 θ." -Whitney, 1911

Rose

"In geometry, certain transcendental curves having, in polar coordinates, equations of the form ρ…

"In geometry, certain transcendental curves having, in polar coordinates, equations of the form ρ = a cos b &theta. B, three-leaved rose of equation ρ = a cos 3 &theta." -Whitney, 1911

Rose

"In geometry, certain transcendental curves having, in polar coordinates, equations of the form ρ…

"In geometry, certain transcendental curves having, in polar coordinates, equations of the form ρ = a cos b &theta. C, four-leaved rose of equation ρ = a sin 2 &theta." -Whitney, 1911

Rose

"In geometry, certain transcendental curves having, in polar coordinates, equations of the form ρ…

"In geometry, certain transcendental curves having, in polar coordinates, equations of the form ρ = a cos b &theta. D, four-leaved rose of equation ρ = a cos 2 &theta." -Whitney, 1911

Rose

"In geometry, certain transcendental curves having, in polar coordinates, equations of the form ρ…

Secant and Cosecant curves plotted from negative pi to 2 pi. Graph of y=sec x and y=csc x.

Secant and Cosecant Curves, y=sec x and y=csc x

Secant and Cosecant curves plotted from negative pi to 2 pi. Graph of y=sec x and y=csc x.

An illustration showing how to construct Shield's anti-friction curve. "R represents the radius of the shaft, and C1, 2, 3, et., is the center line of the shaft. From o, set off the small distance oa; and set off a1 - R. Set off the same small distance from a to b, and make b2 = R. Continue in the same way with the other points, and the anti-friction curve is thus constructed.

Construction Of Shield's Anti-friction Curve

An illustration showing how to construct Shield's anti-friction curve. "R represents the radius of the…

Illustration of a spiral named after the 3rd century BC Greek mathematician Archimedes.

Archimedean Spiral

Illustration of a spiral named after the 3rd century BC Greek mathematician Archimedes.

Illustration of a hyperbolic spiral, also called a reciprocal spiral, it is a transcendental plane curve. It is a type of Cotes' spiral and is the exact opposite of an Archimedean spiral.

Hyperbolic Spiral

Illustration of a hyperbolic spiral, also called a reciprocal spiral, it is a transcendental plane curve.…

Tangent and Cotangent curves plotted from negative pi to 2 pi. Graph of y=tan x and y=cot x.

Tangent and Cotangent Curves, y=tan x and y=cot x

Tangent and Cotangent curves plotted from negative pi to 2 pi. Graph of y=tan x and y=cot x.