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18. Suppose that we were to approximate f (1) = cos æ using the 3rd degree Taylor polynomial T3(x) = 1 –. What is the largest range of x for which the approximation is accurate to %3D within .0001? 24 100 10 (a) (b) (c) 100 100 100 24 24 V10 (d) (e) 24 10 10

18. Suppose that we were to approximate f (1) = cos æ using the 3rd degree Taylor polynomial T3(x) = 1 –. What is the largest range of x for which the approximation is accurate to %3D within .0001? 24 100 10 (a) (b) (c) 100 100 100 24 24 V10 (d) (e) 24 10 10

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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18. Suppose that we were to approximate f(x) = cos x using the 3rd degree Taylor polynomial T3(x) = 1–. What is the largest range of x for which the approximation is accurate to within .0001? 24 100 Y00 (c) – < I< 24 (a) (b) 100 V10 100 24 24 24 (d) (e) 24 24 10 10
Transcribed Image Text:18. Suppose that we were to approximate f(x) = cos x using the 3rd degree Taylor polynomial T3(x) = 1–. What is the largest range of x for which the approximation is accurate to within .0001? 24 100 Y00 (c) – < I< 24 (a) (b) 100 V10 100 24 24 24 (d) (e) 24 24 10 10
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