Limit of ((1+1/n)^n-e)n as n approaches infinity
Автор: blackpenredpen
Загружено: 2018-01-08
Просмотров: 233057
We know the limit of (1+1/n)^n goes to the Euler's number e as n goes to infinity. However, we need to be extra careful when we are evaluating the limit of n((1+1/n)^n-e) as n goes to infinity. This is a great L'Hospital's rule limit question to challenge calculus 1 and calculus 2 students.
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