Find
limx→∞ e^−x
= 1/e
So would the answer be 0?
limx→∞ e^−x
= limx→∞ 1/e^x , you had 1/e
now consider e^x, as x→∞ , e^x→∞
so 1/e^x → 0
yes, you are right
limx→∞ e^−x
= 1/e
So would the answer be 0?
= limx→∞ 1/e^x , you had 1/e
now consider e^x, as x→∞ , e^x→∞
so 1/e^x → 0
yes, you are right