Solving Quadratic Simultaneous Equations by Substitution and Factorization

The video tutorial explains how to solve simultaneous equations involving quadratics. It introduces the concept of quadratic equations, characterized by the presence of a squared variable, and demonstrates solving them using the substitution method. The tutorial covers factorization techniques to find solutions and addresses more complex equations involving additional variables. The video emphasizes the importance of obtaining multiple solutions due to the quadratic nature of the equations.

What is a quadratic equation and how is it different from a linear equation?

Explain the substitution method used to solve simultaneous equations.

How do you factorize a quadratic equation? Provide an example.

What are the two solutions for Y when solving the equation y^2 + 2y - 3 = 0?

What is the significance of having two solutions in a quadratic equation?

Describe the process of substituting Y values back into the original equations to find X.

How do you identify the difference of two squares in an equation?