Meaning and Definition of Analytic geometry

Definition of analytic geometry

Geometry is the area within the mathematical analysis of the Properties Manager and what holds the figures, either in space or in the plane, meanwhile, within the geometry we find different kinds: descriptive geometry, geometry, geometry of analytic geometry, projective geometry and space.
On the other hand, analytic geometry is a branch of geometry which lead to the analysis of the shapes from a coordinate system and employing the methods of algebra and mathematical analysis.
The main claims of analytic geometry consist of obtain the equation of the coordinate systems from the geographical location as well and once given equation in the coordinate system, determine the locus of the points that let you check the given equation.
Note that a point of the plane belonging to a coordinate system will be determined by two numbers, which are formally known as x-coordinate and y-coordinate of the point. Thus, at any point of the plane two ordered real numbers and vice versa correspond le, i.e. to any ordered pair of numbers shall be responsible for a point in the plane.
Thanks to these two questions is that the coordinate system may secure a correspondence between the geometric concept of the points of the plane and the concept of algebraic numbers ordered pairs, applying thus the basis of analytic geometry.
Also, the above relationship will allow us to determine flat geometric shapes, using equations with two unknowns.