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Using the method of variation of parameters, what is the form of a particular solution y of (D³– 4D)y=x- 3e2x? A y =Ax+ Bcos2x+ Csin2x B y =A+ Be2x + Ce-2x =Ax2+ Bx³ + Cxe 2x D) none of the given choices E y =Ax + Be2*+Ce¯2x

Using the method of variation of parameters, what is the form of a particular solution y of (D³– 4D)y=x- 3e2x? A y =Ax+ Bcos2x+ Csin2x B y =A+ Be2x + Ce-2x =Ax2+ Bx³ + Cxe 2x D) none of the given choices E y =Ax + Be2*+Ce¯2x

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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Using the method of variation of parameters, what is the form of a particular solution y of (D³– 4D)y=x- 3e2x? A y =Ax+ Bcos2x+ Csin2x B y =A+ Be2x + Ce-2x =Ax2+ Bx³ + Cxe 2x D) none of the given choices E y =Ax + Be2*+Ce¯2x
Transcribed Image Text:Using the method of variation of parameters, what is the form of a particular solution y of (D³– 4D)y=x- 3e2x? A y =Ax+ Bcos2x+ Csin2x B y =A+ Be2x + Ce-2x =Ax2+ Bx³ + Cxe 2x D) none of the given choices E y =Ax + Be2*+Ce¯2x
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