Convolution (Laplace Transform) - What does Convolution Even Mean?? SIMPLEST EXPLANATION

Many videos and textbooks just write the mathematical definition of convolution and then apply Laplace Transforms to it. However, there is often very little contextualization. What is convolution? How is it done? What is the point of doing it? Why apply the Laplace Transform to it?
This video answers all these questions using a simple analogy of water from a tap filling up a container. This completely original explanation intuitively shows why and how we do convolution. Thereafter, I explain what the Laplace Transform has to do with convolution and why the result we get is so powerful.

00:00 – What is convolution? How is it done? What is the point of doing it?
09:30 – Laplace Transform of Convolution
20:00 – Example using the convolution theorem