Bidimensional – Definition & Meaning

Bidimensional is a term that is commonly used in various fields, including mathematics, art, and science. It is a word that describes a two-dimensional object or space. In this article, we will explore the definition, meaning, and origin of bidimensional, as well as its associations, synonyms, and antonyms.

Definitions

The term bidimensional is defined as an object or space that has two dimensions, such as length and width. It is often used in mathematics to describe flat shapes, such as squares, rectangles, and triangles. In art, bidimensional refers to works that are created on a flat surface, such as paintings, drawings, and prints.

Origin

The word bidimensional comes from the Latin word “bi-” which means two and “dimension” which means measure. The term was first used in the mid-19th century to describe objects or spaces that have two dimensions.

Meaning in different dictionaries

According to the Oxford English Dictionary, bidimensional means “having or relating to two dimensions.” Merriam-Webster defines it as “having two dimensions” or “of, relating to, or having two dimensions.” The Cambridge Dictionary defines it as “having two dimensions, such as length and width, but not thickness.”

Associations

Bidimensional is often associated with flat shapes, such as squares, rectangles, and triangles. It is also associated with art that is created on a flat surface, such as paintings, drawings, and prints. In mathematics, bidimensional objects are often used in geometry to study shapes and their properties.

Synonyms

Some synonyms of bidimensional include two-dimensional, 2D, flat, planar, and level.

Antonyms

Antonyms of bidimensional include three-dimensional, 3D, volumetric, and solid.

The same root words

The root words of bidimensional are “bi-” which means two and “dimension” which means measure. Other words that use the same root words include bilingual, biweekly, and bipedal.

Example Sentences

1. The painting was bidimensional, with no depth or texture.
2. The square is a bidimensional shape with four equal sides.
3. The artist used bidimensional techniques to create the illusion of depth in the painting.
4. The triangle is a bidimensional shape with three sides and three angles.
5. The sculpture was not bidimensional, as it had depth and volume.