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The video tutorial discusses working in reverse by given a function and its transformations to determine the equation of that function. The parent function is y = √x, but the function being sought is shifted right 6 units and down 5 units. X transformations happen left to right, while Y transformations happen up or down. In this case, the X transformation is a shift right 6 units, and the Y transformation is a shift down 5 units. These transformations are key to determining the final equation of the function.