A certain rational function f(x) contains quadratic functions in both its numerator and denominator. Aside from that, we also know the folliwing things about f:
f has a vertical asymptote at x=5
f has a single x-intercept of x=2
f is removably discontinous at x=1, lim as (x)approaches 1 of f(x)= -1/9
evaluate lim of f(x)as x approaches infinity
A function is evaluated given a group of parameters. The solution is detailed and well presented.