How Do You Spell EQUILATERAL TRIANGLE?

Pronunciation: [ˌiːkwɪlˈatəɹə͡l tɹˈa͡ɪaŋɡə͡l] (IPA)

The word "equilateral triangle" is spelled as /iːkwɪˈlætərəl ˈtraɪæŋɡəl/ in IPA phonetic transcription. The first syllable is pronounced as "ee-kwuh" with the stress on the second syllable, followed by "lat" and "er" in the second syllable. The third syllable is pronounced as "tra" with a schwa sound in the second syllable, followed by "yangle" in the last syllable. This word is commonly used in geometry to refer to a triangle with all sides and angles equal in length and measure.

EQUILATERAL TRIANGLE Meaning and Definition

1. An equilateral triangle is a polygon that possesses three equal sides, making it a special case of a triangle. Each side of this geometric shape is of the same length, and thus, the triangle perfectly exhibits symmetry. Additionally, all three internal angles within an equilateral triangle are congruent, measuring exactly 60 degrees. The combination of these features ensures that the triangle's structure appears balanced and even.

   Due to its uniformity, an equilateral triangle lends itself to a range of geometric properties. For example, the triangle's internal angles correspond to one another perfectly, meaning that each angle measures 60 degrees. This property also implies that the exterior angles of the equilateral triangle measure 120 degrees each, resulting in a total of 360 degrees when summed.

   Moreover, the equilateral triangle possesses a number of unique characteristics concerning its sides and vertices. The intersection of any two sides creates an angle of 60 degrees, forming its characteristic pointed vertex. Meanwhile, the midpoint of each side coincides with the triangle's incenter, which is equidistant from all three vertices. This alignment contributes to the equilateral triangle's symmetry, harmony, and aesthetic appeal.

   In summary, the term "equilateral triangle" refers to a three-sided geometric figure whose sides are all of equal length, and whose internal angles are all congruent, measuring 60 degrees. This triangular shape showcases balance, symmetry, and uniformity across its sides, angles, and vertices, making it an essential concept in geometry.

Common Misspellings for EQUILATERAL TRIANGLE

• wquilateral triangle
• squilateral triangle
• dquilateral triangle
• rquilateral triangle
• 4quilateral triangle
• 3quilateral triangle
• e1uilateral triangle
• e2uilateral triangle
• ewuilateral triangle
• eauilateral triangle
• eqyilateral triangle
• eqhilateral triangle
• eqjilateral triangle
• eqiilateral triangle
• eq8ilateral triangle
• eq7ilateral triangle
• equulateral triangle
• equjlateral triangle
• equklateral triangle

Etymology of EQUILATERAL TRIANGLE

The word "equilateral" comes from the combination of two Latin roots: "aequus", meaning equal, and "latus", meaning side or edge. "Triangle" comes from the Latin word "triangulum", which is derived from "tri-" meaning three, and "angulus", meaning angle. Thus, the etymology of "equilateral triangle" reflects its defining characteristic of having three equal sides.