x->0- 时,1/x -> -∞,则e^(1/x) -> e^(-∞)=0,此时极限值f(0-)=(0-1)/(0+1)=-1
x->0+ 时,1/x -> +∞,则e^(1/x) -> e^(+∞)=+∞,此时极限值f(0+)=(+∞-1)/(+∞+1)=(+∞)/(+∞)=1
x->0- 时,1/x -> -∞,则e^(1/x) -> e^(-∞)=0,此时极限值f(0-)=(0-1)/(0+1)=-1
x->0+ 时,1/x -> +∞,则e^(1/x) -> e^(+∞)=+∞,此时极限值f(0+)=(+∞-1)/(+∞+1)=(+∞)/(+∞)=1