Question

Find an equation for the parabola described by its vertex, directrix, and focus point:

vertex (-e, -e); directrix y =-2e; focus (-e, 0)

(y+e)^2 = 4e(x+e)
(x-e)^2 = 4e(y-e)
(x+e)^2 = 4e(y+e)
(y-e)^2 = 4e(x-e)