19.) Obtain the general solution for the following equation: 2ydx = 3xdy ;  when x  =2y =-1

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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19.) Obtain the general solution for the following equation:

2ydx = 3xdy ;  when x  =2y =-1

18.) Obtain the general solution for the following equation:

xyy1 = 1=y2;   when x = 2y =3

16.) Obtain the particular solution for the following equation:

y1 = x exp y -x2 ;     when x = 0  y = 0 

15.) Obtain the general solution for the following equation:

2ydx = 3xdy;  when x = -2 y =1 

14.) Obtain the general solution for the following equation:

2xyy1 = 1 + y2;  when x  = 2y  =3

 

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