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@article{173151,
        author = {Dr. A Sudhakaraiah and u. padmavathi and Dr. J. Kavitha and Dr. K. Ramakrishna},
        title = {THE SUM OF ROOTS OF nth DEGREE OF POLYNOMIAL EQUATIONS IS EQUAL TO THE n×(n-1) DERIVATION OF nth DEGREE OF POLYNOMIAL EQUATIONS},
        journal = {International Journal of Innovative Research in Technology},
        year = {2025},
        volume = {11},
        number = {9},
        pages = {2030-2036},
        issn = {2349-6002},
        url = {https://ijirt.org/article?manuscript=173151},
        abstract = {An Ordinary differential equation applications in a real life are used to calculate the momentum are flow of electricity, motion of an object. The differential equation applications have significance in both academic and real life. An equation denotes the relation between two quantity or two functions or two variables or set of variables or between two functions and roots. And also the Quadratic equation is usually not any better than using the quadratic formula, but very useful if we need to we write a quadratic function in vertex from. It also used to rewrite the equations of circles, ellipse and hyperbola’s in standard form.  In the chapter we have presented to found the number of roots of given quadratic equation in this we have discredited “The sum of roots of nth degree of polynomial equation is equal to the n×(n-1) derivative of nth degree of polynomial.”},
        keywords = {Quadratic equation, Derivative, Cubic equation, Double Derivative and nth degree of polynomial.},
        month = {February},
        }