Because the y-coordinates are the same in this parabola, it is a sideways-opening parabola, or one of the form [tex](y-k) ^{2}=4p(x-h) [/tex] where p is the distance between the focus and the vertex. Our distance is 9-1 = 8, and the (h, k) of our vertex is (9, -2), therefore, the equation is [tex](y+2) ^{2} =32(x-9)[/tex]. Not sure how much you need to simplify this, but that's the standard form.
