Find horizontal and vertical asymptotes for rational function.?

Question

f(x)= (11x^2+3x+50)/5x^2-25x

Answer 1

limf(x)=11/5 with x of infinity.Then y=11/5 is horizontal asymptotes.
5x^2-25x=0
5x(x-5)=0 then x=0 or x=5
x=0 and x=5 are the equations of the vertical asymptotes.

Answer 2

Since the numerator and denominator are both of degree 2, then there will be a horizontal asymptote at y = 11x^2/5x^2 = 11/5

Since the denominator equals zero when x = 0 and x= 5 then x+0 and x=5 are equations of the vertical asymptotes.