The eccentricity of the conic is .
The directrix of the conic is parallel to polar axis above the pole.
Since the eccentricity is , the conic is parabola.
The general form of the parabola is .
Where the eccentricity is and
is the distance between the polar axis to directrix.
Substitute and
in
.
.
The polar equation is .
The polar equation is .