Answer by richard1941 for A General Way of Finding the Zeroes of a Polynomial
Others have pointed out that there is no general solution for polynomials degree 5 and above. Of course, there are certain higher degree polynomials that are easily solvable, like $x^5-32=0$.And there...
View ArticleAnswer by Tanner Swett for A General Way of Finding the Zeroes of a Polynomial
Now, my doubt is : can the zeroes of any polynomial be found using such forms (as given above)? Maybe some $\frac{-b}{na} (n = \text{degree of the polynomial})$ can be used to deduce the zeroes faster...
View ArticleAnswer by Randy Marsh for A General Way of Finding the Zeroes of a Polynomial
Now, my doubt is : can the zeroes of any polynomial be found using such forms (as given above)?You are asking a very deep question - one of the main problems of mathematics in the 18th and 19th century...
View ArticleA General Way of Finding the Zeroes of a Polynomial
As all of us know, the easiest method currently available in finding the zeroes of a polynomial is based in factorisation of polynomials.I tried to find a faster way of calculating the zeroes of a...
View Article
