$f(x)=\frac{-2 x^2+14}{x^2-49}$
Which statement describes the behavior of the graph of the function shown at the vertical asymptotes?
AAs $x$ approaches -7 from the left, $y$ approaches $\infty$.
BAs $x$ approaches -7 from the right, $y$ approaches $-\infty$.
CAs $x$ approaches 7 from the left, $y$ approaches $-\infty$.
DAs $x$ approaches 7 from the right, $y$ approaches $-\infty$.
Which statement describes the behavior of the graph of the function shown at the vertical asymptotes?
AAs $x$ approaches -7 from the left, $y$ approaches $\infty$.
BAs $x$ approaches -7 from the right, $y$ approaches $-\infty$.
CAs $x$ approaches 7 from the left, $y$ approaches $-\infty$.
DAs $x$ approaches 7 from the right, $y$ approaches $-\infty$.