Problem set #9 Problem 1. Find the first five terms of the series and determine whether the necessary condition for conv
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Problem set #9 Problem 1. Find the first five terms of the series and determine whether the necessary condition for conv
Problem set #9 Problem 1. Find the first five terms of the series and determine whether the necessary condition for convergence is satisfied. Problem 2. Determine whether the series is convergent or divergent. Problem 3. Find the interval of convergence for the series. Problem 4. Find the Taylor series for f(x) centered at the given value of xo 3n+1 * 1 (2n+2)!. 1. 2. Σ. 4n2 2" 3n+ 5 (x - 5)" x 1 3. a) Σ b) Σ 4. f(x)= .3" n=1 n=1 0 2n-1 = sex 3 n xe = -1; x2 2) n=1 vn n=1
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