Approximate the series of e with the finite sum M (−1)n SM(x) = Σ -(x-15)²n. 2nn! n=0 Use a graphing calculator to compare the graphs of e-(-1² with S5(x), S6(x) and S7(x) for 13 < x < (x-15)2
Approximate the series of e with the finite sum M (−1)n SM(x) = Σ -(x-15)²n. 2nn! n=0 Use a graphing calculator to compare the graphs of e-(-1² with S5(x), S6(x) and S7(x) for 13 < x < (x-15)2
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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
Transcribed Image Text:(z-15)²
Approximate the series of e
with the finite sum
M (−1)n
2nn!
SM(x) = Σ
n=0
(x - 15)²n.
2
Use a graphing calculator to compare the graphs of e-(-15)² with S5(x), S(x) and S7(x) for 13 < x <
17. Include the graphs here.
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