How to solve a quadratic equation by factoring long method by setting equal to zero

The video tutorial explains how to solve a quadratic equation by setting it to zero, identifying factors, and using grouping. It highlights common mistakes students make, such as incorrect factoring, and demonstrates the correct method to break apart terms and apply the zero product property to find solutions.

What is the process to set the equation 3X^2 - 5X - 2 = 0?

How do you determine the signs of the factors when the middle term is negative?

Explain the importance of grouping in factoring the quadratic equation.

Describe the steps taken to factor the expression 3X^2 - 5X - 2.

What is the Zero Product Property and how is it applied in solving equations?