Let w = f(x) be the solution to the I. V. P. dw = w, w(0) = 1 %3D .Then solve the D. E. (3y² + + 10)dx + 10 f(x) 6xydy = 0

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Let w = f(x) be the solution
to the I. V. P.
dw = w, w(0) =
. Then solve the D. E.
(3y +
10
+ 10)dx +
f(x)
6.rydy = 0
%3D
xy? - 5x? + 20x = c
3xy – 5x2 + 20x
3xy – 5x2 + 20x = c
3xy - 5x2 = c
3xy - 5x2 + x = c
5x2 + 20x = c
Transcribed Image Text:Let w = f(x) be the solution to the I. V. P. dw = w, w(0) = . Then solve the D. E. (3y + 10 + 10)dx + f(x) 6.rydy = 0 %3D xy? - 5x? + 20x = c 3xy – 5x2 + 20x 3xy – 5x2 + 20x = c 3xy - 5x2 = c 3xy - 5x2 + x = c 5x2 + 20x = c
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