Find the inverse of a square root function and sketch it's graph

The video tutorial explains how to graph a radical function and its transformation by shifting it 2 units to the right. It covers the domain and range of the function, which are from 2 to infinity and 0 to infinity, respectively. The tutorial then demonstrates how to find the inverse of the function algebraically, emphasizing the importance of swapping the domain and range. Constraints are discussed, focusing on maintaining the positive form of the function. The video concludes by highlighting the swapped domain and range in the inverse function.

Describe the transformation applied to the parent graph of Y = sqrt(X).

What does the constraint Y >= 2 imply about the graph of the function?