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Question 7 (1 point) The point (-5,25) lies on the graph of f (ac ). If g (ac) f (ac ) the image point on g(a ) can be written (x, y ). What is ac + y? Your Answer: AnswerlQuestion B (1 point) The graph of f(:13) is shown below. When 1'11?) undergoes the transformation '9' : 1;\" f($) the coordinates of the invariant points are {a.h] and {ed}. Record the values of a. b, c. and din order. in the box. [:] 5; [Start with the point on the left] Question 6 (1 point) f (a ) = va is transformed into g( ). Both are shown on the graph below. If g (x ) is written g( a) = a . f(b(x - h) ) + k what are the values of a, b, h, and k? a= A/ b= h= K= D View hint for Question 6Question 10 (1 point) Saving... The point (10,4) lies on the graph of f(@). ifg(x) =4 Vf((1/3) (ac + 2) ) + 4 the image point on g(2 ) can be written (a, y). What is + y? Your Answer: