Graphing an absolute value equation with transformations and a vertical stretch

The video tutorial explains how to graph an absolute value equation, specifically y = |3x - 6| + 1. It covers understanding the structure of the equation, calculating the vertex, and applying transformations. The tutorial also demonstrates how to plot points by choosing values and using the axis of symmetry to reflect points. The graph is vertically stretched due to the coefficient of x, and the process concludes with a summary of the steps involved.

What is the absolute value equation that is being graphed?

How do you determine the new x-coordinate of the vertex in the given absolute value equation?

What transformation occurs to the graph of the absolute value equation when the vertex is shifted?

What is the significance of the 'b' value in the absolute value equation when graphing?

Explain how to find additional points on the graph of the absolute value equation.