Finding Zeros of Quadratic Functions by Factoring

This lesson teaches how to find zeros of quadratic functions by factoring. It explains the Zero Product Property, demonstrates finding zeros in both factored and non-factored forms, addresses common misunderstandings, and compares zeros of different functions. The zeros correspond to the x-intercepts on a graph.

What is the Zero Product Property and how does it relate to finding zeros of quadratic functions?

Describe the significance of x-intercepts in the context of quadratic functions.

Explain the process of finding zeros of a function that is already in factored form.

What common misunderstanding might occur when setting a factor equal to zero?

How can you verify that the zeros you found are correct?

What steps should be taken if a function is not in factored form when finding zeros?

In the lesson, what did you learn about the relationship between the factors of a function and its zeros?