Master Graphing Absolute Value Equations with Multiple transformations

The video tutorial explains how to graph absolute value functions with multiple transformations. It covers the parent graph, y = |x|, and how transformations like horizontal and vertical shifts affect the graph. The tutorial also discusses the impact of negative coefficients, which reflect the graph over the x-axis. The instructor demonstrates graphing techniques, emphasizing the importance of writing down transformations to avoid mistakes. The video concludes with examples of combining multiple transformations.

What is the parent graph of an absolute value function?

How do horizontal transformations affect the graph of an absolute value function?

What does the variable 'K' represent in the transformation equation?

What happens to the vertex of the graph when you apply a transformation?

How do you determine the new vertex after applying transformations?

Explain the effect of a negative sign in front of the absolute value function.

Describe the process of graphing an absolute value function with multiple transformations.