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U8n-7 U8n-11 U8n-5 = U8n-7 – U8n-9 | U8n-9-U8n-11

U8n-7 U8n-11 U8n-5 = U8n-7 – U8n-9 | U8n-9-U8n-11

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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Solving the determine green in the same way of the determine blue

 
From Eq. (18), one can have U8n-7U8n-11 Ugn-5 = U8n-7 И8п-9 + usn-11 c2n-12n – 1 c2n-2 2n- 2 2n-3 c2n-1e2n-1 2n-2 2п —1 T2n- II" (ic+a) II"5<(ie+c) II1 (ic+a) II1°(ie+c) e2n -1 c2n–2 II",?(ie+c)(ic+a) c2n-2 e2n – 2 II (ic + a) [I, (ie + c) т2п -1 2n-2 T?n-2(ic+a) [T?", 3 (ie+c) Ili=1 i=1 li=1 c2n-12n-1 2п -1,2п -2 2n-1 II"T (ic + a) II (ie + c) 2n-2 II (ic+a) II",? (ie+c) II",(ie+c) (ie+c) 2n- 2n-3 e ll"1°(ie+c) i=1 c2n-1e2n-1 c2n-1e2n-2 IT, (ic + a) II" (ie + c) 2n-1 2n-2 II (ic + a) IT, (ie + c) ( -2 1 (2n-2)e+c c2n-1e2n-1 1 1 2п -1 II (ic + a) II, (ie + c) 2п -2 =1 e (2n-2)e+c c2n-1e2n-1 e (2п — 1)е + с, 2n-1 2n-2 II" (ic + a) II1 (ie + c) i=1 e2n „2n-1 IT (ie + c) (ic+a)
Transcribed Image Text:From Eq. (18), one can have U8n-7U8n-11 Ugn-5 = U8n-7 И8п-9 + usn-11 c2n-12n – 1 c2n-2 2n- 2 2n-3 c2n-1e2n-1 2n-2 2п —1 T2n- II" (ic+a) II"5<(ie+c) II1 (ic+a) II1°(ie+c) e2n -1 c2n–2 II",?(ie+c)(ic+a) c2n-2 e2n – 2 II (ic + a) [I, (ie + c) т2п -1 2n-2 T?n-2(ic+a) [T?", 3 (ie+c) Ili=1 i=1 li=1 c2n-12n-1 2п -1,2п -2 2n-1 II"T (ic + a) II (ie + c) 2n-2 II (ic+a) II",? (ie+c) II",(ie+c) (ie+c) 2n- 2n-3 e ll"1°(ie+c) i=1 c2n-1e2n-1 c2n-1e2n-2 IT, (ic + a) II" (ie + c) 2n-1 2n-2 II (ic + a) IT, (ie + c) ( -2 1 (2n-2)e+c c2n-1e2n-1 1 1 2п -1 II (ic + a) II, (ie + c) 2п -2 =1 e (2n-2)e+c c2n-1e2n-1 e (2п — 1)е + с, 2n-1 2n-2 II" (ic + a) II1 (ie + c) i=1 e2n „2n-1 IT (ie + c) (ic+a)
U8n-7 U8n-11 U8n-5 U8n-7 - U8n-9 U8n-9-U8n–11
Transcribed Image Text:U8n-7 U8n-11 U8n-5 U8n-7 - U8n-9 U8n-9-U8n–11
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