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Homework Statement
evaluate the limit
[tex] (lim.t\rightarrow0) \frac{e^6^t-1}{t} [/tex]
Homework Equations
l'hospital's rule i guess
The Attempt at a Solution
With the usual approach of this rule, you are suppose to take a derivative and evaluate the derivative at that original limit. The problem is that every time I take a derivative and apply the limit I keep getting an indeterminate form. I don't know how to solve this. Can someone point me in the right direction?
Thanks