fnom © we get Now 2 ( yeosx +22ed) dz + (Sinx + xtet +2 ) dy ze on, (yeosz da + Sinz dy) + (2xe%dx + x*eď dy) d C ysinz)+ dCx"e8) +2dy=. or, 9ntegmating get we Sa cysina) + Sdca'e*) +zfdy=o ysinx + zed + 2y =e ic being an or,

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Can someone explain to me how to do the one inside the red box. i don't understand where did it came from. but the other process in getting the exact differential equation is okay. i want to learn it thoroughly. thanks

fnom ©
we get
Now 2
( yeosx +22ed) dz + (Sinx + xtet +2
) dy ze
on, (yeosz
da + Sinz dy) + (2xe%dx + x*eď dy)
d C ysinz)+ dCx"e8) +2dy=.
or,
9ntegmating
get
we
Sa cysina) + Sdca'e*) +zfdy=o
ysinx + zed + 2y =e ic being
an
or,
Transcribed Image Text:fnom © we get Now 2 ( yeosx +22ed) dz + (Sinx + xtet +2 ) dy ze on, (yeosz da + Sinz dy) + (2xe%dx + x*eď dy) d C ysinz)+ dCx"e8) +2dy=. or, 9ntegmating get we Sa cysina) + Sdca'e*) +zfdy=o ysinx + zed + 2y =e ic being an or,
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