Theorem
Any polynomial
with complex coefficients of degree has exactly complex roots counting multiplicities. In other words, any polynomial is factorable in a product of linear polynomials where are the roots, and is the leading coefficient.
Theorem
Any polynomial
with complex coefficients of degree has exactly complex roots counting multiplicities. In other words, any polynomial is factorable in a product of linear polynomials where are the roots, and is the leading coefficient.