Question The general solution for the Euler DE2y+ y = 0,x>0, is given by Oa y=qx?/2cos(nx) + c2x!/2sin( Inx). V3 e. None of these V3 Ocy=qxcos(inx) + -Inx) + C2xsin( Inx). O d. y= Cx1/2+ c2xInx. Ob.y=Gx-1/2cos(inx) + c2x¬1/2sin(nx) V3

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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The general solution for the Euler DE2y+ y = 0,x>0, is given by
Oa y= c x1/2cos(nx) + c2x1/2sin(-
2
"(xu
e. None of these
Ocy=q xcos(inx) +
V3
-Inx) + C2xsin(Inx).
O d. y= Cx1/2+ c2xInx.
V3
b.y=x-1/2cos(Inx) + c2x-1/2sin(iInx)
Transcribed Image Text:Question The general solution for the Euler DE2y+ y = 0,x>0, is given by Oa y= c x1/2cos(nx) + c2x1/2sin(- 2 "(xu e. None of these Ocy=q xcos(inx) + V3 -Inx) + C2xsin(Inx). O d. y= Cx1/2+ c2xInx. V3 b.y=x-1/2cos(Inx) + c2x-1/2sin(iInx)
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