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Triangle - Basic facts | A Wisdom Archive on Triangle - Basic facts |  | Triangle - Basic facts A selection of articles related to Triangle - Basic facts |  |
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Triangle, Triangle - Basic facts, Triangle - Computing the area of a triangle, Triangle - Non-planar triangles, Triangle - Points, lines and circles associated with a triangle, Triangle - Types of triangles, Triangle - Using Heron's formula, Triangle - Using coordinates, Triangle - Using geometry, Triangle - Using the side lengths and a numerically stable formula, Triangle - Using trigonometry, Triangle - Using vectors
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ARTICLES RELATED TO Triangle - Basic facts |  |  |  | Triangle - Basic facts: Encyclopedia II - Triangle - Basic factsElementary facts about triangles were presented by Euclid in books 1-4 of his Elements around 300 BCE.
A triangle is a polygon and a 2-simplex (see polytope). All triangles are two-dimensional.
Two triangles are said to be similar if and only if the angles of one are equal to the corresponding angles of the other. In this case, the lengths of their corresponding sides are proportional. This occurs for example when two triangles share an angle and the si ...
See also:Triangle, Triangle - Types of triangles, Triangle - Basic facts, Triangle - Points lines and circles associated with a triangle, Triangle - Computing the area of a triangle, Triangle - Using geometry, Triangle - Using vectors, Triangle - Using trigonometry, Triangle - Using coordinates, Triangle - Using Heron's formula, Triangle - Non-planar triangles Read more here: » Triangle: Encyclopedia II - Triangle - Basic facts |
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 |  |  | Triangle - Basic facts: Encyclopedia II - Triangle - Basic facts
Elementary facts about triangles were presented by Euclid in books 1-4 of his Elements around 300 BCE.
A triangle is a polygon and a 2-simplex (see polytope).
Two triangles are said to be similar if and only if the angles of one are equal to the corresponding angles of the other. In this case, the lengths of their corresponding sides are proportional. This occurs for example when two triangles share an angle and the sides opposite to that angle are parallel.
Using right triangles and the concept of similarity, the trigonometric functions sine and cosine can be defined. These are functions of an angle ...
See also:Triangle, Triangle - Types of triangles, Triangle - Basic facts, Triangle - Points lines and circles associated with a triangle, Triangle - Computing the area of a triangle, Triangle - Using geometry, Triangle - Using vectors, Triangle - Using trigonometry, Triangle - Using coordinates, Triangle - Using Heron's formula, Triangle - Using the side lengths and a numerically stable formula, Triangle - Non-planar triangles Read more here: » Triangle: Encyclopedia II - Triangle - Basic facts |
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 |  |  | Triangle - Basic facts: Encyclopedia II - Triangle - Basic factsElementary facts about triangles were presented by Euclid in books 1-4 of his Elements around 300 BCE.
A triangle is a polygon and a 2-simplex (see polytope).
Two triangles are said to be similar if and only if the angles of one are equal to the corresponding angles of the other. In this case, the lengths of their corresponding sides are proportional. This occurs for example when two triangles share an angle and the sides opposite to that angle are parallel.
Using right triangles and the concept of similarity, the trigonometric functions sine and cosine can be defined. These are functions of an angle ...
See also:Triangle, Triangle - Types of triangles, Triangle - Basic facts, Triangle - Points lines and circles associated with a triangle, Triangle - Computing the area of a triangle, Triangle - Using geometry, Triangle - Using vectors, Triangle - Using trigonometry, Triangle - Using coordinates, Triangle - Using Heron's formula, Triangle - Non-planar triangles Read more here: » Triangle: Encyclopedia II - Triangle - Basic facts |
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 |  |  | Triangle - Basic facts: Encyclopedia II - Triangle - Points, lines and circles associated with a triangleThere are hundreds of different constructions that find a special point inside a triangle, satisfying some unique property: see the references section for a catalogue of them. Often they are constructed by finding three lines associated in a symmetrical way with the three sides (or vertices) and then proving that the three lines meet in a single point: an important tool for proving the existence of these is Ceva's theorem, which gives a criterion for determining when three such lines are concurrent. Similarly, lines associated with a triangl ...
See also:Triangle, Triangle - Types of triangles, Triangle - Basic facts, Triangle - Points, lines and circles associated with a triangle, Triangle - Computing the area of a triangle, Triangle - Using geometry, Triangle - Using vectors, Triangle - Using trigonometry, Triangle - Using coordinates, Triangle - Using Heron's formula, Triangle - Using the side lengths and a numerically stable formula, Triangle - Non-planar triangles Read more here: » Triangle: Encyclopedia II - Triangle - Points, lines and circles associated with a triangle |
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 |  |  | Triangle - Basic facts: Encyclopedia - QuantumThe word quantum, pl. "quanta", comes from the Latin "quantus", for "how much". In general, it refers to an "amount of something". But, the term is often used in the more specific sense which it has in physics, where a quantum refers to an indivisible, and perhaps elementary entity. For instance, a "light quantum", being a unit of light (that is, a photon). In combinations like "quantum mechanics", "quantum optics", etc., it di ...
Including:
Read more here: » Quantum: Encyclopedia - Quantum |
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