How Do You Spell ISOGON?

Pronunciation: [ˈa͡ɪsɒɡən] (IPA)

The spelling of the word "isogon" can be confusing to those unfamiliar with its origins. The word comes from the Greek "ισογώνιος" (isogonios), which means "having equal angles." The IPA phonetic transcription of "isogon" is /aɪsəɡɑn/, which can help clarify its pronunciation. The "i" in "isogon" is pronounced like the "i" in "light," while the "o" is pronounced like the "o" in "gone." The stress is on the first syllable, and the final "n" is a silent consonant.

ISOGON Meaning and Definition

1. Isogon is a term used in geometry to describe a type of polygon that possesses equal angles. Derived from the Greek words 'iso' meaning equal and 'gonia' meaning angle, an isogon is characterized by having all its interior angles congruent. This definition applies specifically to polygons, which are two-dimensional closed shapes formed by straight sides.

   To be considered an isogon, all the interior angles of the polygon must have equal measures. In other words, the measure of each angle inside the isogon is the same. Thus, an isogon is also referred to as an equiangular polygon.

   Examples of isogons include regular polygons such as squares, equilateral triangles, and regular hexagons. These polygons exhibit both equal side lengths and equal angles, making them symmetrical and geometrically balanced.

   It is important to note that an isogon can have any number of sides, provided that all its internal angles are congruent. Therefore, an isogon can be a triangle, quadrilateral, pentagon, or even an n-sided polygon, where 'n' represents any positive integer.

   The concept of isogons is fundamental in geometry as it helps classify and differentiate various types of polygons based on their angle measurements, resulting in a comprehensive understanding of their unique geometric properties.

Common Misspellings for ISOGON

• 8sogon

Etymology of ISOGON

The word "isogon" is derived from two Greek roots: "iso" meaning "equal" or "same", and "gon" meaning "angle".

In geometry, an isogon refers to a polygon whose sides are equal in length. The term "isogon" is mainly used in the context of geodesy and cartography, where it describes a line connecting all the points on a map or a chart with the same magnetic variation or declination.

The word "isogon" was originally used in the mid-19th century, coining its terminology from the Greek roots as mentioned above. Its etymology aligns with the concept of equal angles presented in geometry.

Similar spelling words for ISOGON

• isakson,
• isogone,
• isogonic.

Plural form of ISOGON is ISOGONS