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Although most graphs have at one horizontal asymptote, it is possible for a graph to have more than one. Which of the following functions have graphs with more than one horizontal asymptote? (state them and give reasons, please?) a) f(x)=abs(x^3+1)/(8-x^3) b) g(x)= abs(x-1)/(x^2-4) c)h(x)= x/√(x^2-4)

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A) Has two horizontal asymptotes. One at y = −1 and one at y = 1

B) B has a asymptote at y = 0

C)  Does have two horizontal asymptotes. One at y = 1 and y = −1

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