Algebra 2 - Dividing complex numbers 5i / (-2-6i)

The video tutorial explains the challenges of dividing by imaginary numbers and introduces the concept of using conjugates to simplify complex division. It demonstrates the multiplication of conjugate pairs, highlighting the cancellation of middle terms and the formation of a difference of squares. The tutorial concludes by simplifying the result into a standard complex number form, emphasizing the importance of separating real and imaginary components.

How do you rewrite a complex number in the form A + Bi after simplification?

Why is it important to express the final answer in complex number form?