Izvleček
V članku predstavimo reševanje polinomskih enačb p(x) = 0 z grafično metodo, ki jo imenujemo »želvja grafika.« S to metodo lahko poiščemo rešitve polinomske enačbe poljubne stopnje, kjer je p(x) polinom z realnimi koeficienti. Programi dinamične geometrije omogočajo izvedbo te metode na zelo prikladen in zanimiv način.
Abstract
Solving Polynomial Equations with Turtle Graphics
This paper presents the solving of polynomial equations p(x) = 0 employing the so-called turtle graphics, which we can use to find solutions of a polynomial equation of arbitrary degree where p(x) is a polynomial with real coefficients. With the help of dynamic geometry software, this concept can be user-friendly and engaging.