Question

how can I write pi as a maclaurin series using the maclaurin series of arctan(x) and letting x = 1 / sqrt(3)?

Answer #1

How can I prove that the Maclaurin series of (1+x)^k equals to
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Find the Maclaurin series for ?(?) using the definition of a
Maclaurin series and find at least five derivatives and write at
least five nonzero terms in the expanded form before finding the
summation notation for the series. Assume that ? has a power series
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