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In this course we've shown how the full solution to a differential equation with initial conditions and an arbitrary signal f(t) can be found by summing the zero-input response and zero-state response.
A more "classical" approach to this problem involves breaking the solution into the natural response and forced response, where the form of the forced response is "guessed" or looked up in a table based on the form of the input signal. This is a common way of solving the equation as usually presented in a differential equations course.
This video makes some general comments and compares these two approaches.
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The "Classical" Method for Solving Differential Equations | NatokHD