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QUESTION 9 The solution of the IVP: = 2x+ dx? %3D y(0) = 2 v'(0) = 4 is y(x)= * +2 x sin-x + V1-x² -4x+1 3. *-2 x sin-x - VI-x² +4x+2 O 3 + x sin x + V1-x² +4x +1 3. x sin-x + V1-x -4x+1 - 3. x sin-x +2 V1-x2 +4x+1

QUESTION 9 The solution of the IVP: = 2x+ dx? %3D y(0) = 2 v'(0) = 4 is y(x)= * +2 x sin-x + V1-x² -4x+1 3. *-2 x sin-x - VI-x² +4x+2 O 3 + x sin x + V1-x² +4x +1 3. x sin-x + V1-x -4x+1 - 3. x sin-x +2 V1-x2 +4x+1

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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QUESTION 9 The solution of the IVP d'y = 2x + ,2 dx 1-x y(0)=2 y'(0) = 4 is y(x)= *+2 x sin x + Vi-x² - 4x +1 3 x3 -2 x sin x - V1-x² +4x +2 3. 0폭+*sin-lx + VT-x+4x + 1 3. x3 1 O 3 x sin x + V1– x² - 4x +1 x sin-1x +21-x² +4x +1 O 3
Transcribed Image Text:QUESTION 9 The solution of the IVP d'y = 2x + ,2 dx 1-x y(0)=2 y'(0) = 4 is y(x)= *+2 x sin x + Vi-x² - 4x +1 3 x3 -2 x sin x - V1-x² +4x +2 3. 0폭+*sin-lx + VT-x+4x + 1 3. x3 1 O 3 x sin x + V1– x² - 4x +1 x sin-1x +21-x² +4x +1 O 3
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