Use transformations of the graph of y=x* to graph the function. h(x) = 6(x+3)+1 Which transformations are needed to graph the function h(x)= 6(x+3)* +1? Choose the correct answer below. 1 O A. The graph of y=x should be shifted horizontally to the left by 1 unit, stretched horizontally by multiplying each x-coordinate by, and shifted vertically down 1 unit. O B. The graph of y=x* should be shifted horizontally to the right by 1 unit, stretched vertically by dividing each y-coordinate by 6, and shifted vertically up 1 unit. O C. The graph of y=x* should be shifted horizontally to the left by 3 units, stretched vertically by multiplying each y-coordinate by 6, and shifted vertically up 1 unit. 1 O D. The graph of y=x* should be shifted horizontally to the right by 1 unit, stretched vertically by multiplying each x-coordinate by, and shifted vertically up 1 unit. Now, use the transformations of the graph of y=x* to graph h(x) = 6(x + 3) +1. Choose the correct answer below. O A. -12 O C. -12 Ay 1600 (0.487) (6.487) -400- Ay 400 -1600 (3,1) (3,-1) 46 (0.-487) 6,-487) X → C Q Q O B. 16 (-6,-487 O D. 16 400 (-6.487) (-3,-1) -4600 1600 0,-487) A) 0.487) -3,1) -400- Q Q Q