Describe the sequence of transformations that are required to graph g(x) = - 6(X 3)3 - 12 based on f(x) = x3. The graph of
Describe the sequence of transformations that are required to graph g(x) = - 6(X 3)3 - 12 based on f(x) = x3. The graph of f(x) = x3 is: Shifted right 3 units 0 Stretched vertically by a factor of 6 Reflected around the Xaxis Shifted down 12 units The graph of f(x) 2x3 is: Shifted right 3 units 0 Stretched vertically by a factor of 6 Shifted down 12 units The graph of f(x) 2x3 is: Shifted left 3 units 0 Stretched vertically by a factor of 6 Reflected around the xaxis Shifted down 12 units The graph of f(x) 2x3 is: Shifted right 12 units 0 Stretched vertically by a factor of 6 Reflected around the Xaxis Shifted down 3 units
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