Solving a quadratic by completing the square | Part 2

The video tutorial explains the process of solving equations by completing the square. It emphasizes the importance of factoring, particularly ensuring that the coefficient A is equal to 1. The tutorial guides through creating a perfect square trinomial, balancing the equation, and solving it using inverse operations and square roots. The final solution involves complex numbers, demonstrating the use of imaginary units.

What adjustments must be made when adding a value to both sides of the equation after factoring out A?

How do you arrive at the final answer when solving the equation using completing the square?