Given the power series expansion tan ¹(a) = (-1)"; Σ(-1) 2²n+1 2n + 1 n=1 determine how many terms N of the sum evaluate

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Given the power series expansion tan ¹(a) = (-1)"; Σ(-1) 2²n+1 2n + 1 n=1 determine how many terms N of the sum evaluate

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Given the power series expansion tan ¹(a) = (-1)"; Σ(-1) 2²n+1 2n + 1 n=1 determine how many terms N of the sum evaluated at x = 1 are needed to approximate tan ¹(1) π 1 accurate to within 4 1000 N =
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