The parabola is centered at (0,-4) so:
x^2 = y + 4
In this case 4p = 1 so p = 1/4
Therefore, the focus is at (0, -4 +1/4) = (0, -15/4)
The directrix is just : -4 -1/4 = -17/4
x^2 = y + 4
In this case 4p = 1 so p = 1/4
Therefore, the focus is at (0, -4 +1/4) = (0, -15/4)
The directrix is just : -4 -1/4 = -17/4
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F(0,-3 3/4)
y=-4 1/4
y=-4 1/4