Step 1:

The differential equation  is .

Solve the differential equation by variable separable method.

.

Apply integration on each side.

Let .

Differentiate with respect to on each side.

Substitute , and in the integral.

Assume .

.

Differentiate with respect to on each side.

Substitute , and in the integral.

Step 2:

integral formula:

Replace with .

.

Replace with .

General solution of the differential equation is .

Solution:

General solution of the differential equation is .