Mathematics, 03.03.2021 08:50, leasincobe4327
PLEASE HELP ---
Describe the transformations performed on the graph of f(x)=|x| in order to produce the graph of g(x)=|x|β4. Explain.(1 point)
A) The graph of f(x) must be translated 4 units to the left to produce the graph of g(x). This is because g(x)=f(xβ4), which implies a rightward shift of f(x).
B) The graph of f(x) must be translated 4 units down to produce the graph of g(x). This is because g(x)=f(x)β4, which implies a downward shift of f(x).
C) The graph of f(x) must be translated 4 units to the left to produce the graph of g(x). This is because g(x)=f(x)β4, which implies a leftward shift of f(x).
D) The graph of f(x) must be translated 4 units to the left to produce the graph of g(x). This is because g(x)=f(xβ4), which implies a downward shift of f(x).
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Answers: 2
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Describe the transformations performed on the graph of f(x)=|x| in order to produce...
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