*adjective:*- Having all edges or faces equal.

- Referring to a polygon all of whose edges are of equal length. Definitely not a consistent polygon considering that the perspectives can certainly still vary (a normal polygon would additionally be equiangular).
- Having all of the sides equal
- having all edges or faces equal
- Having all edges or faces equal.
- discussing a polygon each of whose edges are of equal length. Definitely not a typical polygon since the angles can certainly still differ (a typical polygon would be equiangular).
- Having all of the edges equal
- having all edges or faces equal
- Having all edges or faces equal.
- talking about a polygon every one of whose edges are of equal size. Certainly not an everyday polygon considering that the perspectives can still vary (an everyday polygon would also be equiangular).
- Having all sides equal
- having all edges or faces equal

*noun:*- A side exactly corresponding to others.

- A geometric figure having all edges equal.
- An equilateral triangle
- A side exactly corresponding, or equal, to others; additionally, a figure of equal sides.
- A figure having all its edges equal.
- a figure whose edges are typical equal
- A side exactly corresponding to other people.
- A geometric figure having all sides equal.
- An equilateral triangle
- A side precisely corresponding, or equal, to others; additionally, a figure of equal edges.
- A figure having all its edges equal.
- a figure whose sides are equal
- A side exactly add up to other individuals.
- A geometric figure having all sides equal.
- An equilateral triangle
- A side exactly corresponding, or equal, to other people; additionally, a figure of equal edges.
- A figure having all its sides equal.
- a figure whoever edges are equal

*others:*- In geometry, having all of the sides equal: because, an equilateral triangle.

- In zoology: getting the two sides equal: stated of areas and this can be divided in to two areas of equivalent type by a longitudinal median range.
- Having all the sides equal.
- Having most of the convolutions of the layer in a single airplane: said chiefly of foraminifers.
- In geometry, having all sides equal: as, an equilateral triangle.
- In zoology: getting the two sides equal: stated of surfaces which may be divided into two areas of the exact same kind by a longitudinal median line.
- Having all the sides equal.
- Having all of the convolutions of layer in a single jet: said chiefly of foraminifers.
- In geometry, having most of the sides equal: as, an equilateral triangle.
- In zoology: getting the two sides equal: said of surfaces which is often split into two components of the same form by a longitudinal median range.
- Having all the edges equal.
- Having all of the convolutions of layer within one plane: stated chiefly of foraminifers.

## Related Sources

**Definition for "equilateral"**- Having all edges or faces equal.
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**Sentence for "equilateral"**- Ensure that the octagon is equilateral,…
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**Hypernym for "equilateral"**- figure
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**Cross Reference for "equilateral"**- equilateral hemianopsia
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**Equivalent for "equilateral"**- equal
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**Same Context for "equilateral"**- half-square
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## How would you define equilateral?