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Analytic geometry is the study of geometric figures in a Cartesian plane or a three-dimensional plane, with the help of algebraic calculations, a coordinate system, and graphical representations.
Analytic geometry is the branch of geometry that bridges together geometry and algebra. Geometric objects can be represented using equations and inequalities, so analytic geometry involves working with diagrams in a Cartesian plane.
Analytic geometry analyzes the points and lines located in a Cartesian plane and the different geometric transformations that are possible to perform. It also allows for the study of equations produced when a plane intersects a conical surface.