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b. Using Taylor's Inequality, showing all work.

b. Using Taylor's Inequality, showing all work.

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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Could yI please gethelp with part b and can you explain the value of M.  I believe M is 1 as therane isfrom -1 to 1 and that would be the values for x in e^x.

x x 2. Determine the accuracy of the approximation e* ×1+ x+ 2! 3! for -1<x<1 in two ways. Note: These should not “match", as Taylor's Inequality gives a "worst case scenario". a. Using the b slider in GeoGebra with the appropriate a and n selections. Briefly explain your process and state the maximum error below. Page 1 of 3 b. Using Taylor's Inequality, showing all work.
Transcribed Image Text:x x 2. Determine the accuracy of the approximation e* ×1+ x+ 2! 3! for -1<x<1 in two ways. Note: These should not “match", as Taylor's Inequality gives a "worst case scenario". a. Using the b slider in GeoGebra with the appropriate a and n selections. Briefly explain your process and state the maximum error below. Page 1 of 3 b. Using Taylor's Inequality, showing all work.
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