Hello, Gracy!
You're expected to know the general form for polar conics.
. .
. where
= eccentricity
And these rules: . 
Given the polar equation: . 
Find the directrix, eccentricity and sketch the conic.
We have: . 
Since
, we have a parabola with its focus is at the pole (origin).
Plot a few points: . 
The graph looks like this: Code:
2|
- - - - - - + - - - - - -
|
1|
***
* | *
* | *
------*---------+---------*------
|
* | *
|
The focus is 1 unit from the vertex.
. . Hence, the directrix is also 1 unit from the vertex.
It is the horizontal line: 
. . Converting to polars: . 