Learn how to identify the transformations of a cube root function

The video tutorial explains how to graph functions using graphing technology, focusing on understanding parent functions and transformations. It highlights the importance of sketching graphs and identifying transformations, such as horizontal translations. The tutorial provides guidance on using graphing tools to support answers and emphasizes the need to document transformations for clarity.

What is the main purpose of using graphing technology in this context?

Explain the significance of the parent function in graphing.

Describe the transformation that occurs when adding one inside the function.

How would you graph the function if it crosses at (0, 0)?

What should you always write down when sketching a graph?