Using the substitution y=vxanddy=vdx + xdv, the homogeneous differential equation [xsin ()-y]dx A B y dx + xdy=0 reduces to D (sinv-2v) dx+xdv=0 xsinvdx + vdy=0 Ⓒsinvdx+xdv=0 (sinv + 2v) dx + xdv=0

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Using the substitution y=vxanddy=vdx + xdv, the
homogeneous differential equation
[xsin ( - )-x]dx
X
A
B
C
D
|dx + xdy=0 reduces to
(sinv-2v) dx + xdv=0
xsinvdx + vdy=0
sinvdx + xdv=0
(sinv + 2v) dx + xdv=0
Transcribed Image Text:Using the substitution y=vxanddy=vdx + xdv, the homogeneous differential equation [xsin ( - )-x]dx X A B C D |dx + xdy=0 reduces to (sinv-2v) dx + xdv=0 xsinvdx + vdy=0 sinvdx + xdv=0 (sinv + 2v) dx + xdv=0
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