To solve the differential equation , you can integrate both sides. The right side can be a bit tricky, but the integral can be approached using substitution or trigonometric identities. The general solution involves integrating and adding a constant of integration .

Another interesting fact is how this type of equation often arises in physics or engineering problems, where relationships between variables are represented through derivatives. This specific form may relate to motion along a path or gradient flows in a specific medium. Solving such differential equations helps predict behaviors or changes in various real-world scenarios.