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This is the graph of function $f$. Dashed lines represent asymptotes. Function $f$ is graphed. The $x$-axis goes from negative $8$ to $8$. The graph consists of $3$ curves. The first curve starts at about $( -8, 5 )$, moves downward and ends at a closed circle at $( -2, 0 )$. The second curve starts at an open circle at $( -2, -3 )$ and moves upward toward a vertical asymptote at $x = 4$. The third curve moves downward, away from a vertical asymptote at $x = 4$ and ends at about $( 8, -3 )$. $\newline$$1 \ 2 \ 3 \ 4 \ 5 \ 6 \ 7 \ -2 \ -3 \ -4 \ -5 \ -6 \ -7 \ 1 \ 2 \ 3 \ 4 \ 5 \ 6 \ 7 \ -2 \ -3 \ -4 \ -5 \ -6 \ -7 \ y \ x \ f$ $\newline$Over which intervals is $f$ continuous? Choose all answers that apply: $\newline$Choose all answers that apply: $\newline$(Choice A) $[-5,2]$ $\newline$A $[-5,2]$ $\newline$(Choice B) $[-2,3]$ $\newline$B $[-2,3]$ $\newline$(Choice C) None of the above $\newline$C None of the above