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The video tutorial discusses transforming functions underneath the radical sign, emphasizing that radical functions are functions that follow the same principles as learned in chapter one. The focus is on the idea of a transformed function, where the basic shape remains the same but can be stretched, translated, or reflected. The important point is that the general shape and orientation of the function will remain consistent, even if it is flipped or changed slightly. The tutorial encourages applying the same concepts learned in the previous chapter to these transformed functions.
