We can do the same thing that we did last time to solve this one.
For A. (-1,-11):

For A. (0,-3):

For A. (3,-27):

A. is the answer, but we need to double-check.
For B. (-1,-11):

For C. (0,-3):

For D. (-1,-11):

Since none of the other answers are correct, the answer is A.