Given the following question:

Graph the following function:
To find the vertical asymptotes, trace a line vertically inbetween the function.
To find the horizontal do the same but as a horizontal line.
If x = 1 then the both lines will soon touch the vertical line which means the vertical asymptotes is 1. While horizontal if you draw a line y = 2 you will see that it is the same which means the horizontal asympototes is 2.
Which means your answer is the second option.