Consider the non-homogeneous O DE y +2 y +2y = sin 2x using undetermined coefficients method, the form of Ye is CA Yp = x(C, cos 2x + Cz sin 2x} %3D 08 Yp = C cos 2x+ Cz sin 2x Oc e = e( C cos 2x+ C2 sin 2x ) 0o o = x?(C, cos 2x+ C2 sin 2x )

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Oc e = e ( C, cos 2x + C2 sin 2x )
Oo Yo = x(CI cos 2x+ C2 sin 2x)
Consider the non-homogeneous O D.E y +2 y +2y = sin 2x using undetermined coefficients method, the form of yn is
CA Vp = x(C cos 2x + Cz sin 2x)
O8 Yp = C1 cos 2x+ C, sin 2x
Transcribed Image Text:Oc e = e ( C, cos 2x + C2 sin 2x ) Oo Yo = x(CI cos 2x+ C2 sin 2x) Consider the non-homogeneous O D.E y +2 y +2y = sin 2x using undetermined coefficients method, the form of yn is CA Vp = x(C cos 2x + Cz sin 2x) O8 Yp = C1 cos 2x+ C, sin 2x
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