Reference

Dimensionality

Concept

One-Dimensional Figure

Geometrical figures that are straight, like segments, lines, and rays, are one-dimensional. These figures have length.

Segment, Ray, and Line

These straight figures can be placed on a number line, where the position of each point can be identified using a number.

Number Line and Segment on it
Concept

Two-Dimensional Figure

Geometrical figures that are flat such as triangles, disks (circles and ellipses), and quadrilaterals are two-dimensional figures. These figures extend in two directions, sometimes called length and width. Two-dimensional figures have an area.

Flat figures can be placed in a coordinate plane, where the position of each point can be identified using two numbers.

Concept

Three-Dimensional Figure

A three-dimensional figure is a geometrical figure that has three dimensions — length, width, and height. Unlike two-dimensional figures, three-dimensional figures have height, which can also be referred to as thickness or depth.

A rectangular prism with the length, width, and height identified

All three-dimensional figures occupy space, which is measured in terms of volume. Some examples of basic three-dimensional figures are spheres, cones, pyramids, cubes, and prisms.

A sphere, a cylinder, a pyramid
These figures can be placed in a coordinate system where the position of every point can be identified using three coordinates.
Rectangular prism on a coordinate plane with three movable vertices
Three-dimensional is often written as 3D, so these figures are commonly called 3D figures.
Exercises