Outrageously Funny Search Suggestion Engine :: Isogonal

👉 The term "isogonal" refers to a geometric figure, which is an extension of a line segment in a plane. In geometry, it can be defined as a line segment that is perpendicular to another line and forms two angles with each other. This means that one angle formed by the two lines is equal to 90 degrees (making the isogonal line parallel to the given line).

isogonal

👉 Isogonality, in geometry and algebra, refers to the property of two or more geometric shapes that are similar but not congruent. It involves a shape being exactly similar to another, but it does not necessarily have all its corresponding sides and angles equal. For example, if we have two triangles ABC and DEF, and they have a common side length (let's say AC), then the triangles can be considered isogonally related because they are similar but not congruent. In mathematics

isogonality

👉 In geometry, an isogonal line or isogonal conjugate of a line L in a plane is a line that is perpendicular to L and passes through its center. In other words, it is a line that bisects the angle formed by two lines. Isogons are geometric configurations where all sides and angles are equal. They can be defined in various ways such as using circles or straight lines. Isogonal conjugates are lines that pass through their centers and are perpendicular to each other.

isogonals

👉 In geometry, an isogonal line or isogonal conjugate of a line L in a plane is a line that is perpendicular to L and passes through its midpoint. The concept of isogonal lines was introduced by the French mathematician Évariste Galois (1806-1857).

isogonally

👉 Isogonalia is a term used in biology to describe an organism that reproduces sexually, typically through sexual intercourse between two individuals. It's important to note that this term is not commonly found in modern scientific terminology and can be considered a concept from a very long time ago.

Isogonalia