Let f(x) = |x2 −1|. Which of the following functions g is the result of shifting the graph of f right by 2 units, shifting up by 1 unit, and then scaling (or stretching) vertically by a factor of 3? (A.) g(x) = 3 |(x −1)2 −1| + 2 (B.) g(x) = |(x/3 -1)2 -1| +1  C. g(x) = |(x −2)2 −1|+ 3 D. g(x) = |3(x −2)2 −1|+ 1 E. g(x) = 3|(x −2)2 −1|+ 1

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