What are the characteristics of the absolute value equation

The video tutorial explains the characteristics of the V graph, focusing on the vertex, axis of symmetry, and how transformations affect the graph's shape. It discusses the importance of the vertex as a minimum or maximum point and how the axis of symmetry divides the graph into two equal halves. The tutorial also covers how to use a table of values to plot the graph and how different transformations, such as scaling and reflecting, impact the graph's appearance.

What is the significance of the vertex in the V graph?

Explain the concept of the axis of symmetry in relation to the V graph.

Describe how to use a table of values to graph the equation Y equals absolute value of X.

How does the value of K affect the shape of the V graph?

What are the characteristics of the absolute value equation as discussed in the text?