Can you please help me find the general solution for this problem:

\f\f2.5 LINEAR DIFFERENTIAL EQUATIONS This is a differential equation which is first order in the derivative and linear in the dependent variable. The standard form, dy dx + yP(x) = Q(x) Solution: yo = S OQdx + c , where O = ef P(x)dxOM ON The equation M(x, y)dx + N(x, y)dy = 0 is said to be non-exact if, ay ax Solution: Determination of Integrating Factor, O Case 1: When O is a function of x 1 OM ON) 0 = e f(x)dx,where f(x) = N . dy ax Case 2: When O is a function of y ON OM) 0 = el s(y)dy , where g(y) =; M ay