AN OPENING OF A NEW HORIZON IN THE THEORY OF QUADRATIC EQUATION : PURE AND PSEUDO QUADRATIC EQUATION – A NEW CONCEPT

In this paper, the author has opened a new horizon in theory of quadratic equations. The proved that value x which satisfies equation cannot be only criteria to designate as root or roots an equation. developed mathematical concept dimension number. By introducing number structured general form into two forms: 1) Pure and 2) Pseudo First all defined pure pseudo case ax^2+bx+c=0 , will two-dimensional having one while ax^2+bx+c=0, one-dimensional only. is factorizable but not begs differ from conventional theorem: “A roots.” any surd number, “In with rational coefficients, irrational occur conjugate pairs” it. Any can solved by application ‘Theory Dynamics Numbers’ even if discriminant b^2-4ac<0 real without imaginary Therefore, question does arise method solution