Question: Alternating Series Error Estimation Theorem |Rn| = ak ak anti k=1 k=1 (-1) 4: 17. Consider the series sin (1) = > 1 - (2k

Alternating Series Error Estimation Theorem |Rn| = ak ak anti k=1

Alternating Series Error Estimation Theorem |Rn| = ak ak anti k=1 k=1 (-1) 4: 17. Consider the series sin (1) = > 1 - (2k + 1)! 3! + 5! 71 + K=0 (a) What is the alternating series error estimate if the first four terms are used? | sin (1) - (1 - 3! + 5! (b) What is the actual difference if the first four terms are used? | sin (1) - (1 - + 3! 5

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