so the focus is on the opening side of the parabola
so for a vertex of (h,k) opening up and down (x-h)²=4p(y-k) p is the distance from vertex to focus it is also the distance from the vertex to the closes point on directix 2p=distance from focus to directix
p is positive if the focus is above the directix
ok y=9 and (7,6) 9>6 directix is above the vertex p is negative find distance from 9 to 6 is 3 3=2p 1.5=p p is negative and the vertex will be 1.5 above the focus and 1.5 below the directix vertex is (7,7.5)