Three Dimensional Plane
In 3-Dimensional space, we require 3 mutually perpendicular axes that divide the 3-D space into 8 equal spaces. The three axes are the x-axis, the y-axis, and the z-axis. We live in 3-D so we can imagine that the space around us is 3-D space, and the position of any point in this 3-D space is given by the ordered pair (x, y, z)
Cartesian Plane
Cartesian plane is defined as the two-dimensional plane used in the Cartesian coordinate system. This plane is formed by intersecting two perpendicular lines called the x-axis and the y-axis and their intersection is called the origin. This method of distributing the 2-Dimensional space into four areas was first introduced by Rene Descartes in the early 17th century. We can specify any point in this cartesian system by an ordered pair. This order pair is sufficient for telling the position of any point with respect to the origin of the Cartesian system.
In this article, we will learn about, the cartesian plane, parts of the cartesian plane, locating any point in the cartesian, and others.
Table of Content
- Cartesian Plane Definition
- Cartesian Plane Example
- Parts of a Cartesian Plane
- Axes
- Origin
- Cartesian Plane Quadrants
- Coordinate of a Point
- Plotting Points on Cartesian Plane
- One Dimensional Plane(Line)
- Three Dimensional Plane
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