(a) (e* +In (y ))dx ++1 dy = +1 dy = 0 , y (In (2)) =1

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Exact Differential Equations
H.W 3 : Solve differential equation
(a) (e* + In (v ))dx + +1dy
= 0 , y (In (2)) =1
+1 |dy
(b)
1+x
- 2y |dx +(2y tan (x )– 2x +sinh (y))dy = 0
(e) (x
+VI+y* )dx - y - dy = 0
ху
/1+y² )dx
VI+y?
2
- In (\x² +y* ))dy =(
-1
2
2
(d) sin (x )+tan
|dx
Transcribed Image Text:H.W 3 : Solve differential equation (a) (e* + In (v ))dx + +1dy = 0 , y (In (2)) =1 +1 |dy (b) 1+x - 2y |dx +(2y tan (x )– 2x +sinh (y))dy = 0 (e) (x +VI+y* )dx - y - dy = 0 ху /1+y² )dx VI+y? 2 - In (\x² +y* ))dy =( -1 2 2 (d) sin (x )+tan |dx
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