Using the -definition of a limit of a sequence, determine whether the sequence {xn} converges and if

Using the ε-definition of a limit of a sequence, determine whether the sequence {xn} converges and if so, find its limit.

xn = 2^n / n!

Hint: Use the ε-definition of a convergent sequence to show that the limit is 0.

Answer rating: 100% (QA)

To show that the limit of xn 2nn as n approaches infinity is 0 we need to show that for any ... View the full answer