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(-1, –2 < x < 0 1, 0

(-1, –2 < x < 0 1, 0

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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(-1, —2 <х <0 1, 0 <x < 2 | ตัวอย่าง: f(x) 1. Identifying p = 2 we have 1 dar = f (x)e-inrx/2, -intr/2 d.x + ,-inrx/2 e Cn (-1)e¯ dx -2 -2 1- (-1)" 1] = -1+(-1)" + (-1)" – 1] = 2nt inn -1+en* +e-inn 2nt and -2 | f(x) dæ CO = = 0. -2 Thus 1- (-1)" inns/2. f(x) = E %3D inT n=-00 n#0
Transcribed Image Text:(-1, —2 <х <0 1, 0 <x < 2 | ตัวอย่าง: f(x) 1. Identifying p = 2 we have 1 dar = f (x)e-inrx/2, -intr/2 d.x + ,-inrx/2 e Cn (-1)e¯ dx -2 -2 1- (-1)" 1] = -1+(-1)" + (-1)" – 1] = 2nt inn -1+en* +e-inn 2nt and -2 | f(x) dæ CO = = 0. -2 Thus 1- (-1)" inns/2. f(x) = E %3D inT n=-00 n#0
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