When given zeros including complex find the polynomial

The video tutorial explains how to find zeros of a polynomial, including those with imaginary numbers, using the complex conjugate theorem. It covers converting zeros to factors, simplifying expressions, and using the box method for multiplication. The tutorial also demonstrates combining like terms and finalizing polynomial expressions with complex numbers.

What is the significance of I squared in the context of the problem?

Describe the process of combining like terms in the final answer.

How do complex numbers add rigor to the problem-solving process?