Mark the correct alternative in each of the following:
The integrating factor of the differential equation is
Divide both sides by 1 – y2 we get,
Since it is a form of linear differential equation where
and
Integrating Factor (I.F) = e∫ p dx
Put 1 – y2 = t
Differentiate w.r.t y we get,
Putting value in integral
Putting value of t, we get,
Now,