Consider the fourth order differential equation (E): y(s) + y² = 0 The general solution of (E) is: ay 4th +Ccosx +Csing bị yuth +CCosx +Calnx + cxsinx c. y=c₂+₂x+cxcosx d. None of them

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Consider the fourth order differential equation (E):
y(s) + y = 0
The general solution of (E) is:
Bị y qtet+Ccosx + casing
b. y=c₁ + ₂x² + cacosx + casinx
c. y=c₁ + ₂x + cxcosx + cixsinx
d. None of them
Transcribed Image Text:Consider the fourth order differential equation (E): y(s) + y = 0 The general solution of (E) is: Bị y qtet+Ccosx + casing b. y=c₁ + ₂x² + cacosx + casinx c. y=c₁ + ₂x + cxcosx + cixsinx d. None of them
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