SOLUTION: Is this a quadratic function in vertex form or conics form? If neither—Please explain what it is. I think It's in conics. ({{{ x - h }}})2 = 4p({{{ y - k }}}), p ≠ 0

Algebra ->  Functions -> SOLUTION: Is this a quadratic function in vertex form or conics form? If neither—Please explain what it is. I think It's in conics. ({{{ x - h }}})2 = 4p({{{ y - k }}}), p ≠ 0      Log On


   



Question 1079168: Is this a quadratic function in vertex form or conics form? If neither—Please explain what it is. I think It's in conics.
(+x+-+h+)2 = 4p(+y+-+k+), p ≠ 0

Answer by Fombitz(32388) About Me  (Show Source):
You can put this solution on YOUR website!
This is the focus form of a parabola.
(h,k) is the vertex.
p is the y distance from the vertex to the focus.