Quadratic Position of Roots

General Form of the Quadratic Equation and Roots of the Quadratic Equation.

Common Roots Of Two Quadratic Equations |Common Roots Of Two Quadratic Equations If Both Roots Are Same Then|Exercise Questions |Remainder Theorem |Exercise Questions |OMR

Introduction to quadratic polynomial| Quadratic Equation & its roots

Nature OF roots || Relation between roots & Coefficient || Graph OF quadratic equation || Formation OF quadratic equation when roots are given

The product of two consecutive positive integers is 240. Formulate the quadratic equation whose roots are these integers.

The product of two consecutive positive integers is 240. Formulate the quadratic equation whose roots are these integers.

Graph OF Quadratic equation ||6 position OF Quadratic Equation || Range OF quadratic equation || Illustration

Form the quadratic equation whose roots are 3 and 4