Consider the function f (x) = x^2-5. If g (x) = f (x-7), what can be said of g (x) ? Choose all that apply:
-The graph of g (x) is shifted seven units to the left of f (x).
-The graph of g (x) is shifted seven units to the right of f (x).
-The graph of g (x) is shifted seven units above f (x).
-The graph of g (x) is shifted seven units below f (x).
-The vertex of g (x) is (7,20).
-The axis of symmetry of g (x) is x=7.
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