Question: Use -infty or infty where appropriate to describe the behavior at each zero of the denominator and identify all vertical asymptotes. g(x)=(x)/(6-x) lim_(x->6^(-))f(x)=infty ;lim_(x->6^(+))f(x)=-infty
Use
-\\\\infty or
\\\\infty where appropriate to describe the behavior at each zero of the denominator and identify all vertical asymptotes.\
g(x)=(x)/(6-x)\
\\\\lim_(x->6^(-))f(x)=\\\\infty ;\\\\lim_(x->6^(+))f(x)=-\\\\infty ;x=0is a vertical asymptote
\\\\lim_(x->6^(-))f(x)=\\\\infty ;\\\\lim_(x->6^(+))f(x)=-\\\\infty ;x=6is a vertical asymptote
\\\\lim_(x->6^(-))f(x)=-\\\\infty ;\\\\lim_(x->6^(+))f(x)=\\\\infty ;x=6is a vertical asymptote
\\\\lim_(x->6^(-))f(x)=-\\\\infty ;\\\\lim_(x->6^(+))f(x)=-\\\\infty ;x=6is a vertical asymptote
Use or where appropriate to describe the behavior at each zero of the denominator and identify all vertical asymptotes. g(x)=6xx limx6f(x)=;limx6+f(x)=;x=0 is a vertical asymptote limx6f(x)=;limx6+f(x)=;x=6 is a vertical asymptote limx6f(x)=;limx6+f(x)=;x=6 is a vertical asymptote limx6f(x)=;limx6+f(x)=;x=6 is a vertical asymptote
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