Graphing Cube Root Functions Using Transformations

This lesson covers graphing key root functions using transformations. It reviews inverse functions, explaining how they switch domain and range and are reflections over the line y=x. The lesson also discusses rigid and nonrigid transformations, which affect the graph's shape and position. It explains how to graph cube root functions by using a t-table and switching domain and range. The domain and range of cube root functions are all real numbers. Finally, the lesson demonstrates graphing h(x) using transformations, including vertical stretching and horizontal shifting, and states the domain and range.

What new insight or understanding did you gain from this video?

Evaluate responses using AI:

OFF