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quick question about series. if i have the closed form of a series, does the derivative of the series equal the derivative of the closed form? ill type out a specific example
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\[\sum_{n=0}^{\inf}\frac{z^n }{ n! } = e^z\]
does the derivative of \[\sum_{n=0}^{\inf} \frac{ z^n }{ n! } \] equal the derivative of e^z?
so if g(z) = the original summation, then g(z) would be equal to e^z. would this imply that g'(z) would be the derivative of e^z?
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