Graphing the reciprocal function with multiple transformations

The video tutorial covers the transformation of functions, focusing on graphing techniques, including vertical stretching and shifting. It explains how to find X and Y intercepts algebraically and discusses the domain and range of functions, particularly in relation to asymptotes. The tutorial also touches on the real-world applications of these mathematical concepts, emphasizing the importance of understanding transformations across different types of functions.

How do you determine the domain of the function based on the transformations applied?

In what scenarios might the transformations of functions be applicable in real-world contexts?

What is the relationship between the parent graph and the transformations applied to it?