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100 19. Σ sin(0.05(k – 1))+ sin(0.05k) (0.05) 2 k=1 (1+ 4) + (1+ }) (3) 20. k=1 WI WI

100 19. Σ sin(0.05(k – 1))+ sin(0.05k) (0.05) 2 k=1 (1+ 4) + (1+ }) (3) 20. k=1 WI WI

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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Do some “reverse engineering” to determine the type of approximation (left sum, midpoint sum, etc.) and identify f (x), a, b, n, ?x, and x k . Then sketch the approximation described.

 

 

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100 19. Σ sin(0.05(k – 1))+ sin(0.05k) (0.05) 2 k=1 (1+ 4) + (1+ }) (3) 20. k=1 WI WI
Transcribed Image Text:100 19. Σ sin(0.05(k – 1))+ sin(0.05k) (0.05) 2 k=1 (1+ 4) + (1+ }) (3) 20. k=1 WI WI
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