How to graph an absolute value equation by applying the transformations to the vertex

The video tutorial explains how to graph the absolute value equation y = |x - 6| + 1 by identifying transformations such as shifts in the graph. It begins with an introduction to graphing absolute value equations and the importance of recognizing transformations. The tutorial then focuses on how the vertex of the graph shifts due to changes in the equation, specifically highlighting the role of H and K in the vertex form. Finally, it covers graphing the equation without the influence of A or B, maintaining the same slopes as the parent graph.

What is the slope of the lines from the vertex in the absolute value graph, and how does it relate to the original graph?

Describe how to find points on the graph of an absolute value equation after identifying the vertex.