What transformations need to be done to at) in order to graph g(a:) ? - There vertical reflection because of the in front of at) . . There horizontal reflection because of the between f and ( . - There is vertical by a factor of :] (hint: This answer is positive. If there is no vertical stretch/ shrink then input 1) - There is a horizontal stretch by a factor of :. (hint: This answer is positive. If there is no vertical stretch then input 1) - There is a vertical shift by :] unit(s). (hint: this number is positive.) - There is a horizontal shift to the by :. (hint: this number is positive.) The graph of f (x) is given below. 2- -N 6 Consider g(x) = - 2f( - x+ 3) -1. Which of the following is equivalent g(a) ? Og(x) = 2f(x - 3) - 1 O g(ac) = - 2f( - 2+2) O g(x) = f(2x - 6) - 1 Og(a) = - 2f( - (2 -3)) - 1Which is the correct order of transformation to f (as) to obtain the graph of g(a:) ? (hint: order of operations.) 0 vertical shift, vertical reflection, vertical stretch] shrink, horizontal reflection, horizontal stretch/shrink, horizontal shift 0 horizontal shift, horizontal reflection, horizontal stretch] shrink, vertical reflection, vertical stretch/shrink, vertical shift 0 horizontal shift, vertical shift, vertical reflection&comma vertical stretch/shrink, horizontal reflection, horizontal stretch/shrink 0 vertical reflection, horizontal reflection, vertical stretch/ shrink, horizontal stretch] shrink, vertical shift, horizontal shift Which of the following is the correct graph of g(x) ? 2 -2 0 2 O -2 0 2 -2- O