hi.. this is part of an assignment.. but any help will be greatly appreciated
F(0) = 0
where F(z) is a linear polynomial of order n with complex coefficients
F(z) = A(n)Z^n + A(n-1)Z^n-1 + ... + A(1) Z + A(0) = 0
this hasent formatted very well.. it's A(subscript n-1) and then Z to the power n-1.
I need to solve the comlplex roots Z(1),Z(2),Z(3)...Z(n)
i have already written a complex solver for simple functions eg x^2 = cos(x)-tan(x) and x^x. and i have written a complex quadratic solver. but i am unsure how to implement this function.
i know that when n=2 my quadratic solver should be able to solve the two remaining roots.
does anyone have any advice?