What is the general solution to the differential equation dx + (4) dy = : ) 2x²y²dy ? 2x3 – y3 = Cx xy²(C – 2y) = 1 | DA Ос (4+ 2v)² + rv² – Cv² = 0 r2x(G – ?v) = 1

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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What is the general solution to the differential equation dx + (4) dy = 2x²y²dy ?
2x3 – y3 = Cx
xy² (C – 2y) = 1
A
Ос
| (4 + 2y)² + xy² – Cy² = 0
х2у (С — 2у) 3D1
O D
Ов
Transcribed Image Text:What is the general solution to the differential equation dx + (4) dy = 2x²y²dy ? 2x3 – y3 = Cx xy² (C – 2y) = 1 A Ос | (4 + 2y)² + xy² – Cy² = 0 х2у (С — 2у) 3D1 O D Ов
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