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Determine the Maclaurin Series of ln (4-x^2)
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take a few derivatives and see if you see a reoccuring pattern first.
\[f(x) = \Sigma \frac{ f^{n}(a) }{ n! }x^n \]
First, think of the function g(x) = ln(4+x^2). Differentiate it and you get g'(x). The reason I did this is because we know what the Taylor series about x=0 is for g'(x). Try it.
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