For each function, determine the long run behavior
x3+1x2+2\displaystyle \frac{{{x}^{{3}}+{1}}}{{{x}^{{2}}+{2}}}x2+2x3+1 has Select an answer No horizontal asymptote a Horizontal asymptote at y=0 a Horizontal asymptote at y=1
x2+1x3+2\displaystyle \frac{{{x}^{{2}}+{1}}}{{{x}^{{3}}+{2}}}x3+2x2+1 has Select an answer No horizontal asymptote a Horizontal asymptote at y=0 a Horizontal asymptote at y=1
x2+1x2+2\displaystyle \frac{{{x}^{{2}}+{1}}}{{{x}^{{2}}+{2}}}x2+2x2+1 has Select an answer No horizontal asymptote a Horizontal asymptote at y=0 a Horizontal asymptote at y=1
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