The differential equation must be true in the sense that substituting the solution and its derivative s into the differential equation must result in an identity. We will see both forms of this in later chapters. We do this by substituting the answer into the original 2nd order differential equation.
We have a second order differential equation and we have been given the general solution.
If youre seeing this message it means were having trouble loading external resources on our website. And of course the initial condition points x -coordinate must be in the domain. Ode diff yt ty. Learn differential equations for freedifferential equations separable equations exact equations integrating factors and homogeneous equations and more.