Answer :
The theorem named "Complex Conjugate Root Theorem" states that if you have a complex root of a polynomial in one variable with real coefficients,
[tex]x=a+bi[/tex]then, its conjugate,
[tex]x^*=a-bi[/tex]is also a root to the same polynomial.
So, it is True that complex roots of polynomials os real coefficients always occur as conjugate pais:
[tex]\begin{gathered} x=a_{}+bi \\ x^*=a-bi \end{gathered}[/tex]