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 [ḗkwē-ănǵgyə-lər, ĕḱwē-]
Dictionary.com · The American Heritage® Dictionary
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; The equiangular spiral was invented by Descartes in 1638. Torricelli worked on it independently and found the length of the curve. ... The pedal of an equiangular spiral, when the pedal point is the pole, is an identical equiangular spiral.
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I am afraid that your browser cannot handle Java code. ... Click on the Curve menu to choose one of the associated curves. Then click on the diagram to choose a point for the involutes, pedal curve, etc. You can then move the point around ... For the inverse (wrt a circle) click the mouse and drag to choose a centre and radius.
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Equiangular polygon - Wikipedia, the free encyclopedia
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Equiangular - Wikipedia, the free encyclopedia
In geometry equiangular relates to having equal angles. In particular: • Equiangular polygon - a polygon with equal angles. •The Logarithmic spiral or equiangular spiral a type of spiral. • Equ...
en.wikipedia.org/wiki/Equiangular |
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Equiangular lines - Wikipedia, the free encyclopedia
In geometry, a set of lines in Euclidean space is called equiangular if every pair of lines makes the same angle. Equiangular lines are related to two-graphs. Given a set of equiangular lines, let ...
en.wikipedia.org/wiki/Equiangular_lines |
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The equiangular spiral was first considered in 1638 by Descartes, who started from the property s = a.r. Evangelista Torricelli, who died in 1647, worked on it independently and used for a definition the fact that the radii are in geometric progression if the angles increase uniformly.
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A Property of Equiangular Polygons: the sum of distances of from a point to the sides of an equiangular polygon is invariant of a polygon ... Quite obviously, an equiangular polygon can be embedded into a regular polygon with parallel sides. This can be done in a continuum of ways. But fix a suitable regular polygon,
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Given a line segment AB, the loci of points P such that the angle APB has a constant value are circular arcs that pass through the points A and B. As a special case of this we have the well-known fact that if APB is a In general, if AB is any chord of a circle, ... (Note that if the chord is not a diameter of the circle,
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Introduction to figures and polygons. Brought to you by Math League Multimedia. ... Equilateral Triangle or Equiangular Triangle ... © 1997-2006 by Math League Press ; This page may not be mirrored or reproduced on any other internet site. Last updated August 2006 by Steve Conrad and Dan Flegler.
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