Regents Exam: Algebra I August 2016 (Problem 26 of 37)

The video tutorial explains how to transform the graph of a function B(x) to a new function H(x) using the equation H(x) = B(x - 2) - 3. It describes the process of analyzing the transformation by understanding how functions can be shifted or flipped. The tutorial concludes that the graph of B(x) is shifted 2 units to the right and 3 units down to form H(x).

How does the graph of B of X change to form the graph of H of X?

What transformations are applied to the function H of X compared to B of X?

Explain how the transformation inside the argument of a function affects its graph.

What does subtracting a constant from the function indicate about the graph's movement?

Describe the final transformation of the graph of B of X to H of X.