Find the smallest value N for which the Alternating Series Estimation Theorem guarantees that the error ?RN??=?S?SN?? of approximating the alternating series S=n=1???n3/2(?1)n? by the partial sum SN?=k=1?N?k3/2(?1)k? is at most 10?3. What is this smallest value of N ? This question accepts numbers or formulas. Help | Switch to Equation Editor | P solutionspile.com

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Find the smallest value N for which the Alternating Series Estimation Theorem guarantees that the error ?RN??=?S?SN?? of approximating the alternating series S=n=1???n3/2(?1)n? by the partial sum SN?=k=1?N?k3/2(?1)k? is at most 10?3. What is this smallest value of N ? This question accepts numbers or formulas. Help | Switch to Equation Editor | Preview solutionspile.com

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