madeinmsia said:so, what if k is a complex number, then
r = +/- sqrt(-ki)
then what is the form of G?
A complex complex root is a type of mathematical concept that refers to a solution of a polynomial equation with complex coefficients. It is a complex number that, when plugged into the polynomial equation, results in a value of zero.
A complex complex root is different from a regular complex root in that it requires two imaginary components to form a complex number, whereas a regular complex root only requires one imaginary component.
To determine the complex complex roots of a polynomial equation, you can use the quadratic formula or other methods such as factoring or graphing. It is important to note that the number of complex complex roots will always match the degree of the polynomial equation.
Yes, a polynomial equation can have both real and complex complex roots. In fact, it is common for polynomial equations to have a mix of both real and complex roots.
Understanding complex complex roots is important in various fields of science and engineering, such as signal processing, electrical engineering, and physics. It also has applications in cryptography and computer science.