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Differential Equations
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find the particular solution of
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\[x^{2}dy+(xy+y^{2})dx=0 ; y=1 when x=1\]
@hartnn
what kind of diff equation is that?
diffrential equation @RED
I know it is differential equation but what kind of differential equation?
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Okay, substitution.
It is Bernoulli's equation, they have a certain way of solve first divide by dx then take y^2 to the other side then divide by x^2y^2 now introduce another variable v=1/y and complete the rest
Get ready to strain your eyes because I'll be writing fast. I'm about to leave. @RED123url 's method is correct if you already understand it.
|dw:1382255623092:dw|
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