Which of the following is the general solution to the differential equation 2ydy – xcos(xy)dy – ycos(xy)dx + 2xe²ydy + e²ydx = 0 ? xe?y – sin(xy) + y² = C e2y + Jx2 + y² = C O A xe²y – sin(xy) + x² = C 2х — у2 + е2у — с Ов

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Which of the following is the general solution to the differential equation
2ydy – xcos(xy)dy – ycos(xy)dx + 2xe²ydy + e²ydx = 0 ?
xe?y – sin(xy) + y² = C
e2y + Jx2 + y² = C
O A
xe²y – sin(xy) + x² = C
2х — у2 + е2у — с
Ов
Transcribed Image Text:Which of the following is the general solution to the differential equation 2ydy – xcos(xy)dy – ycos(xy)dx + 2xe²ydy + e²ydx = 0 ? xe?y – sin(xy) + y² = C e2y + Jx2 + y² = C O A xe²y – sin(xy) + x² = C 2х — у2 + е2у — с Ов
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