When Given Two Zeros That are Complex Use Long Division to Find the Remaining Zeros

The video tutorial explains the concept of imaginary units and their complex conjugates, emphasizing the zero product property for factorization. It demonstrates polynomial division using long division, highlighting the steps involved and the importance of ensuring the divisor is in descending order. The tutorial concludes by showing how to complete the division process and identify factors, ensuring the remainder is zero.

What new insight or understanding did you gain from this video?

Evaluate responses using AI:

OFF