(d) a sin 0 d0 + (x³ – 2x2 cos 0) dx = 0 - %3D (e) x dy - [y + xy°(1+ ln x)] dx = 0 %3D

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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Do d and e
Find the general solution for the following differential equations:
(a) (1– xy+x?y²) dx + (xy³ – x²) dy = 0
(b) (x+y) dx + (3x + 3y – 4) dy = 0
(c) (3.x2 + y²) dy – 2.ry dy = 0
|
(d) x sin 0 de + (x³ – 2x2 cos 0) dx = 0
(e) x dy – [y + xy°(1+ln x)] dx = 0
Transcribed Image Text:Find the general solution for the following differential equations: (a) (1– xy+x?y²) dx + (xy³ – x²) dy = 0 (b) (x+y) dx + (3x + 3y – 4) dy = 0 (c) (3.x2 + y²) dy – 2.ry dy = 0 | (d) x sin 0 de + (x³ – 2x2 cos 0) dx = 0 (e) x dy – [y + xy°(1+ln x)] dx = 0
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