First of all, it is easy to recognize that the given equation can be rewritten in the form dy/dx +P(x)y = Q(x), which is a standard linear differential equation. The integrating factor is given by e^∫Pdx . If we denote the Integrating Factor by u)x) , the solution of the DE is y e^∫Pdx = ∫Q(x) u(x) dx. Now let’s see how we proceed to deal with the gievn equation as follows: