#### Answer

$x^2=28y$

#### Work Step by Step

We are told that the focus is above the given vertex; thus, $ p$ is the positive of the distance between the two points.
So, $p=7$
Since the vertex and focus have the same x-coordinate, the parabola must have a vertical axis.
Now, we will write the equation for the parabola that has a vertical axis using the vertex and $p$.
$x^2=4py \implies x^2=(4)(7) \times y $
$\implies x^2=28y$