Also, the Y-axis above the origin ‘O’ is the +(ve) Y-axis, and below the origin ‘O’ is the -(ve) Y-axis. The X-axis to the right of the origin ‘O’ is the positive X-axis and to the left of the origin, ‘O’ is the -(ve) X-axis. The origin ‘O’ is the point of intersection of the X-axis and the Y-axis and has the coordinate points (0, 0) generally. The point represented in the four quadrants of the coordinate plane has the following properties: Furthermore, any point in the coordinate plane is represented by a point (x, y), where the x value represents the point's position relative to the X-axis and the y value represents the point's position relative to the Y-axis. The origin is the place where these coordinate axes connect, dividing the plane into four quadrants (0, 0). The horizontal X-axis and the vertical Y-axis are the two axes of the coordinate plane.
The coordinate plane is another name for it. To get a basic understanding of Coordinate Geometry, we will learn about the coordinate plane and the coordinates of a point initially.Ī cartesian plane divides plane space into two dimensions, making it easier to locate points. Important Concepts of Coordinate Geometry What is Coordinate Geometry?Ĭoordinate geometry is a field of mathematics that aids in the presentation of geometric shapes on a two-dimensional plane and to study their properties. Also, we will go through some of the solved coordinate geometry problems for a better understanding of the concept.
In this article, We will go through some of the important concepts of co-ordinate geometry like what is coordinate geometry - definitions, explanations and formulas. Furthermore, using the coordinate system to work algebraically and examine the characteristics of geometric figures is referred to as coordinate geometry. Straight lines, curves, circles, ellipses, hyperbolas, and polygons can all be conveniently drawn and represented to scale in the coordinate axes.
The study of geometric figures using coordinate axes is known as coordinate geometry.