If we have a few solutions of a homogeneous linear system, then any superposition will be a solution too. That is nice, of course, but how do we know that we have found all solutions of our problem. So when do we have the general solution? To answer that, we have the Wronskian - again. You may have encountered the Wronskian already when studying second order linear differential equations. So how does this work in the case of systems of differential equations? That is what you will see in this video.
