This video tutorial introduces a five-step method for graphing rational functions. It begins with simplifying the expression by factoring, followed by identifying vertical, horizontal, and oblique asymptotes, as well as holes. The tutorial then covers finding the X and Y intercepts and concludes with plotting points and connecting them to form the graph. The video aims to simplify the process of graphing rational functions and provides practical examples to aid understanding.

What is the first step in graphing a rational function according to the five step method?

Why is it important to simplify a rational expression before graphing?

What are the different types of asymptotes that need to be identified when graphing?

Explain the difference between a vertical asymptote and a hole in the graph.

What does it mean for a discontinuity to be removable?

How can you determine where a hole is located in the graph?

What is the significance of the leading coefficients when determining horizontal asymptotes?

How do you find the X-intercept of a rational function?

Describe the process of plotting points to understand the behavior of the graph.

What is the final step in the five step method for graphing a rational function?