Find the smallest value of n that is needed so that the n-th Macluarin polynomial pn...
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Find the smallest value of n that is needed so that the n-th Macluarin polynomial pn (x) approximates √e to four decimal-place accuracy. In other words, find the smallest value of n so that the n-th remainder |R₂()| ≤ 0.00005. Note: You may assume that √e < 2 (this should be clear since √e Find the smallest value of n that is needed so that the n-th Macluarin polynomial pn (x) approximates √e to four decimal-place accuracy. In other words, find the smallest value of n so that the n-th remainder |R₂()| ≤ 0.00005. Note: You may assume that √e < 2 (this should be clear since √e
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Mathematical Statistics With Applications In R
ISBN: 9780124171138
2nd Edition
Authors: Chris P. Tsokos, K.M. Ramachandran
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