which type of asymptote will never intersect the graph of a rational function? select all that apply. a…

Brief Explanations:

A vertical asymptote represents values of (x) for which the rational function is undefined. By definition, the graph of the function cannot cross the vertical - line (x = a) where (a) is a vertical asymptote because the function approaches positive or negative infinity as (x) approaches (a). Horizontal and oblique asymptotes can be crossed by the graph of a rational function in some cases.

Answer:

C. vertical