Question: 1. The function f(x) has been transformed into the function g(x) shown below: -2 f(x ) --6 g(x) Which of the following defines g(x) in

 1. The function f(x) has been transformed into the function g(x)shown below: -2 f(x ) --6 g(x) Which of the following definesg(x) in terms of /(x)? O g(x) =Ax-1) -2 O g(x) =Ax+1) +2 O g(x) =Ax+2) -1 O g(x) =Ax + 2) -12.
The function f(x) = x" + 8 is transformed by a translationsix units left. The transformed function passes through the point (-8, y).What is the value of y? O 12 O 18 0 9O 24 3. The graph of g(x) = 2/x + c| +

1. The function f(x) has been transformed into the function g(x) shown below: -2 f(x ) --6 g(x) Which of the following defines g(x) in terms of /(x)? O g(x) =Ax-1) -2 O g(x) =Ax+ 1) +2 O g(x) =Ax+2) -1 O g(x) =Ax + 2) -12. The function f(x) = x" + 8 is transformed by a translation six units left. The transformed function passes through the point (-8, y). What is the value of y? O 12 O 18 0 9 O 24 3. The graph of g(x) = 2/x + c| + d is the image of A(x) = 2|x| after being translated three units left and six units down. What is the value of C + ? O 3 O - 3 0 9 O -9 4. The point (4,7) lies on the graph of f(x). State the coordinates of the image of this point under the transformation y'+ 5 =Ax + 7) O (11, 2 ) O (-3, 12) O (11, 12) O (-3, 2)|:] |j 5. What translation would have to be applied to y 2 2x so that the function has a range ofy > -3? 0 Translate four units left 0 Translate three units left 0 Translate three units down 0 Translate four units down E] |j 5. How is the graph y = |x + 4| 1 related toy 2 |x|? |. Translation four units left ll. Translation four units right lll. Translation one unit up IV. Translation one unit down 0 II and IV 0 land I\" C) II and III 0 land IV [ 7. The graph of 9(x) = x2 + d is the image of f(x) = x after a single transformation. What is the value of d? 8 -2 -1 0 2 3

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