G(x)= F(x-1)+3 and H(x)= -F(x+2)-4 where F(x)=Xâ2
Next consider the function H is given above. a. List the transformations that will produce the graph of H from the graph of F. b. Write an equation for H(x) in standard form. What are the values of a h, and k? c. What are the coordinates of the vertex of the graph of H? How do the transformations you listed in part (a) help you determine this? d. Determine the equation of the axis of symmetry of the graph of H. e. Sketch graphs of F and H.