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Power series integrate x^2/x+4
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not to sure how power series relates to integrate x^2/x+4 ....
do you mean construct a power series that is equivalent to it?
yeah i wrote integrate by mistake
it has something to do with x^n being 1/1-x
or something along those lines
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the derivatives will represent the constants of the power series; so that will be one step i have in mind
\[P(x)=\sum_{n=0}^{inf}\frac{f^{(n)}(c)}{n!}(x-c)^n\]
x^n only sums up to 1/(1-x) if x is less than 1
with any luck the f^n parts form a pattern that can be simplified into the summation
f^n parts reads soo dirty :)
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f^n + 1/f^n = 69?
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