Here are updated videos on the Continuous-Time Convolution Problem.
Part 1- Introduction (to be posted soon)
Part 2 - Continuous-Time Convolution Example
You can view the convolution as a time-domain representation (inverse Laplace Transform) of the the following relationship in the frequency domain description Y(s)=H(s)X(s) where Y(s), H(s), and X(s) as the Laplace Transform of the output signal, impulse response, and input signal, respectivefully.
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