How to solve a quadratic using the difference of two squares

The video tutorial explains how to solve quadratic equations using the difference of two squares method. It begins by introducing the concept and formula, A^2 - B^2 = (A + B)(A - B), and emphasizes the importance of recognizing perfect squares. The instructor demonstrates the application of this method to factor and solve a quadratic equation, comparing it to the square root method. The tutorial concludes with solving the equation using inverse operations to find the solutions.

What method is suggested for solving the quadratic equation in the text?

Explain the difference of two squares formula mentioned in the text.

How can you identify if a constant is a perfect square based on the text?

Describe the process of applying the zero product property as outlined in the text.

What are the values of X obtained from the quadratic equation in the text?