How can we solve the equation
$a_1x^{4999} + a_2x^{4998} + a_3x^{4007}+...+a_{5000}x^{0}=n$
if we know the values $a_1,a_2,a_3,...,a_{5000},n$? Are there any open source solutions?
How can we solve the equation
$a_1x^{4999} + a_2x^{4998} + a_3x^{4007}+...+a_{5000}x^{0}=n$
if we know the values $a_1,a_2,a_3,...,a_{5000},n$? Are there any open source solutions?
Abel–Ruffini theorem tells us you can not solve (exactly) for the roots of this polynomial, since it is of degree $>4$