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solve the following ode
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\[y=xy'+(y')^{-2}\]
y'^-2 right??
yes
seems non-linear never solved this kind of equation before .
hmm...Clairaut's equation...
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i do not know . this is one different Question at the end of book exercise. Odes by Zill .
it's definitely http://en.wikipedia.org/wiki/Clairaut's_equation haven't done this for a while!!
yes looks like it is.
can't find any other way ... and i'm not comfortable with clairaut's equation.
let p=y' and take derivative of both sides
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see what happens
ok
i am getting
sorry a typo
@mukushla
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u made a little mistake i think..
|dw:1343025724612:dw|
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