A function in the form of y= 1x-h+k has a vertical asymptote at x=h and a horizontal asymptote at y=k.
They are both positive. See solution.
Practice makes perfect
A function in the form of y= 1x-h+k has a vertical asymptote at x=h and a horizontal asymptote at y=k. To determine whether the value of each constant h and k is positive, negative, or zero, let's determine the intersection of the asymptotes for the given graph.
Since the asymptotes intersect in Quadrant I, both h and k are positive.
