Consider the graph of rational function f.

The graph shows a rational function f of x. The vertical asymptote x is equal to 2, and the horizontal asymptote y is equal to minus 2 which intersects (2, minus 2)

Which graph represents function g if
?

A.
The graph shows a rational function g of x. The vertical asymptote x is equal to 1, and the horizontal asymptote y is equal to minus 2 which intersects the (1, minus 2)
B.
The graph shows a rational function g of x. The rational function has two asymptotes. The vertical asymptote x is equal to 2, and the horizontal asymptote y is equal to 0 which intersects (2, 0)
C.
The graph shows a rational function g of x. The rational function has two asymptotes. The vertical asymptote x is equal to 2, and the horizontal asymptote y is equal to minus 2 which intersects the (2, minus 2)
D.
The graph shows a rational function g of x. The rational function has two asymptotes. The vertical asymptote x is equal to 0, and the horizontal asymptote y is equal to minus 2 which intersects the (0, minus 2)
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