Calculate

\\\\lim_(x->\\\\infty )((1)/(x^(5)))

. If the limit does not exist because the function has infinite behavior, use limit notation to describe the infinite behavior.\

\\\\lim_(x->\\\\infty )((1)/(x^(5)))=0

\

\\\\lim_(x->\\\\infty )((1)/(x^(5)))=1

\

\\\\lim_(x->\\\\infty )((1)/(x^(5)))=-\\\\infty

\

\\\\lim_(x->\\\\infty )((1)/(x^(5)))

does not exist but we can best describe the infinite behavior as

\\\\lim_(x->\\\\infty )((1)/(x^(5)))->\\\\infty

.\

\\\\lim_(x->\\\\infty )((1)/(x^(5)))

does not exist but we can best describe the infinite behavior as

\\\\lim_(x->\\\\infty )((1)/(x^(5)))->-\\\\infty

.\

\\\\lim_(x->\\\\infty )((1)/(x^(5)))=\\\\infty

Calculate limx(x51). If the limit does not exist because the function has infinite behavior, use limit notation to describe the infinite behavior. limx(x51)=0 limx(x51)=1 limx(x51)= limx(x51) does not exist but we can best describe the infinite behavior as limx(x51). limx(x51) does not exist but we can best describe the infinite behavior as limx(x51). limx(x51)=