1 a. Describe the transformation of the function y =F(x)= -3f [. (x+4)] - 6 1...

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1 a. Describe the transformation of the function y =F(x)= -3f [. (x+4)] - 6 1 b. If the base function is f(x) = x4, for the transformed function G(x)= -3f [. the following for G(x) (i) (iii) the vertex the domain and range the equation of the line of symmetry c. Determine the transformed points from (0,0), (1,1) and (-1,1) from y = f(x) d. Sketch the graph of G(x)= -3f [; (x+4)]-6 determine 1²/23 (x+4)]-6, where the base function is f(x) = x 1 a. Describe the transformation of the function y =F(x)= -3f [. (x+4)] - 6 1 b. If the base function is f(x) = x4, for the transformed function G(x)= -3f [. the following for G(x) (i) (iii) the vertex the domain and range the equation of the line of symmetry c. Determine the transformed points from (0,0), (1,1) and (-1,1) from y = f(x) d. Sketch the graph of G(x)= -3f [; (x+4)]-6 determine 1²/23 (x+4)]-6, where the base function is f(x) = x

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The graph of Gx is in Gree... View the full answer