Describe the transformation of the graph Absolute value function - free math help

The video tutorial explains how to find and describe transformations of absolute value functions. It covers the parent graph of absolute value functions, the effects of transformations such as vertical and horizontal shifts, and the role of parameters H, K, and A. The tutorial also discusses the impact of negative values and reflections on the graph, providing examples to illustrate these concepts.

What is the parent graph of the absolute value function?

• Y = X^2

• Y = |X|

• Y = X^3

• Y = 1/X

What does the vertex of an absolute value graph represent?

• The point where the graph crosses the X-axis

• The point where the graph crosses the Y-axis

• The highest point of the graph

• The lowest point of the graph

How does the value of 'a' affect the absolute value graph?

• It shifts the graph left or right

• It rotates the graph

• It determines the width and direction of the graph

• It changes the color of the graph

What happens when you add a number outside the absolute value function?

• The graph shifts left

• The graph shifts right

• The graph rotates

• The graph shifts up or down

How does adding a number inside the absolute value function affect the graph?

• It rotates the graph

• It shifts the graph left or right

• It shifts the graph down

• It shifts the graph up

What effect does a negative value outside the absolute value function have?

• It reflects the graph over the Y-axis

• It reflects the graph over the X-axis

• It shifts the graph down

• It shifts the graph up

Does a negative value inside the absolute value function affect the graph?

• Yes, it reflects the graph over the Y-axis

• Yes, it reflects the graph over the X-axis

• Yes, it shifts the graph up

• No, it does not affect the graph