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Describe the Sequence of Transformations From f(x)=xf ( x ) = | x |

Question 68

Multiple Choice

Describe the sequence of transformations from f(x) =xf ( x ) = | x | to gg . Then sketch the graph of gg by hand. Verify with a graphing utility. f(x) =x+2f ( x ) = | x | + 2


A) Vertical shifts down 3 units  Describe the sequence of transformations from  f ( x )  = | x |  to  g  . Then sketch the graph of  g  by hand. Verify with a graphing utility.  f ( x )  = | x | + 2  A) Vertical shifts down 3 units   B) Vertical shifts 2 units upward   C) Horizontal shift 1 unit to the right   D) Horizontal shifts 4 units to the left   E) Vertical shifts 3 units upward
B) Vertical shifts 2 units upward  Describe the sequence of transformations from  f ( x )  = | x |  to  g  . Then sketch the graph of  g  by hand. Verify with a graphing utility.  f ( x )  = | x | + 2  A) Vertical shifts down 3 units   B) Vertical shifts 2 units upward   C) Horizontal shift 1 unit to the right   D) Horizontal shifts 4 units to the left   E) Vertical shifts 3 units upward
C) Horizontal shift 1 unit to the right  Describe the sequence of transformations from  f ( x )  = | x |  to  g  . Then sketch the graph of  g  by hand. Verify with a graphing utility.  f ( x )  = | x | + 2  A) Vertical shifts down 3 units   B) Vertical shifts 2 units upward   C) Horizontal shift 1 unit to the right   D) Horizontal shifts 4 units to the left   E) Vertical shifts 3 units upward
D) Horizontal shifts 4 units to the left  Describe the sequence of transformations from  f ( x )  = | x |  to  g  . Then sketch the graph of  g  by hand. Verify with a graphing utility.  f ( x )  = | x | + 2  A) Vertical shifts down 3 units   B) Vertical shifts 2 units upward   C) Horizontal shift 1 unit to the right   D) Horizontal shifts 4 units to the left   E) Vertical shifts 3 units upward
E) Vertical shifts 3 units upward  Describe the sequence of transformations from  f ( x )  = | x |  to  g  . Then sketch the graph of  g  by hand. Verify with a graphing utility.  f ( x )  = | x | + 2  A) Vertical shifts down 3 units   B) Vertical shifts 2 units upward   C) Horizontal shift 1 unit to the right   D) Horizontal shifts 4 units to the left   E) Vertical shifts 3 units upward

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