Identify the transformations domain and range, absolute value function

The video tutorial explains the concept of transformations in functions, focusing on the identity and parent functions. It covers how to recognize and apply transformations using function notation, including reflections and shifts. The tutorial also discusses graphing these transformations and understanding the domain and range of functions, particularly the absolute value graph.

What is the parent function discussed in the video?

• Linear function

• Quadratic function

• Absolute value function

• Exponential function

What does a negative 'A' value indicate in the transformation of a graph?

• The graph shifts to the left

• The graph reflects across the X-axis

• The graph shifts upwards

• The graph becomes wider

How does the graph shift when there is a '-C' inside the parentheses?

• One unit to the right

• Two units up

• One unit to the left

• Two units down

What shape does the absolute value graph typically have?

• L-shaped

• S-shaped

• V-shaped

• U-shaped

What is the range of the transformed graph after it is flipped and shifted?

• 0 to 2

• Negative Infinity to 2

• Negative Infinity to 0

• 0 to Infinity