1. ## Please Solve differential equation

Solve the differential equation and mention the name of type of this D.E

2. $xy' + y = y^2 \ln x \iff \frac{{y'}}
{{y^2 }} + \frac{1}
{{xy}} = \frac{{\ln x}}
{x}$

This is a Bernoulli's differential equation, do you know what's next?

3. after you did that, use the substitution z = 1/y which will reduce it to a linear equation then you can use the integrating factor thing to solve it.