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find the integrating factor of-
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(dy/dx)+(y/x)=(1/sqrt(1+x^2))
it is a differential equayion
Okay so you have it in the form: \[ y' + p(x)y = g(x) \]Can you identify \(p(x)\)?
yes,but in dis chap i have not been taught using dis form
Because the integrating factor is just: \[ \mu = \exp\left( \int p(x)\;dx \right) \]
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Mdx+Ndy=0
i thought we have to bring the eqn in dis form and solve it
You can do it that way if you want.
since i havnt learnt ur way till now..i m unfrndly wid ur way..sorry
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