Real Analysis: Function Expansion

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"Expand the function

$$f(x) = e^x$$

in powers of $x + 1$ to the term containing $(x + 1)^3$"

The wording of this problem throws me off a bit, but I believe this involves Taylor Series Expansion. However, I am not exactly sure how to express it. What do you guys suggest? Any help would be appreciated!

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$f (x)=e^{x+1}e^{-1} $. For the first factor use the $e $- series