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Convolution in 5 Easy Steps

Explains a 5-Step approach to evaluating the convolution equation for any pair of functions. The approach does NOT involve "flipping" or "shifting" - which are common causes for confusion in other approaches. The 5 Steps are explained with a basic example. If you would like to support me to make these videos, you can join the Channel Membership, by hitting the "Join" button below the video, and making a contribution to support the cost of a coffee a month. It would be very much appreciated. Check out my 'search for signals in everyday life', by following my social media feeds: Facebook: https://www.facebook.com/profile.php?... Instagram:   / iainexplains   Website: http://www.iaincollings.com Related videos: (see: http://iaincollings.com) • How to Understand Convolution    • How to Understand Convolution ("This ...   • What is Convolution? And Two Examples where it arises    • What is Convolution? And Two Examples...   • Convolution Equation explained    • Convolution Equation Explained ("Best...   • Convolution with Delta    • Convolution with Delta Function   • Convolution Square with Rectangle    • Convolution of Square with Rectangle   • Convolution Square with Exponential    • How to do a Convolution of a Square w...   • Convolution of Two Exponentials    • Convolution of two Exponentials   • What is the Fourier Transform?    • What is the Fourier Transform? ("Bril...   • What is the Fourier Transform used for?    • What is the Fourier Transform used for?   • Convolution in the Time Domain is Equivalent to Multiplication in the Frequency Domain    • Convolution in the Time Domain is Equ...   • Visualising the Fourier Transform    • Visualising the Fourier Transform   • Fourier Transform Equation Explained    • Fourier Transform Equation Explained ...   • Essentials of Signals & Systems: Part 1    • Essentials of Signals & Systems: Part 1   • Essentials of Signals & Systems: Part 2    • Essentials of Signals & Systems: Part 2   Full categorised list of videos with pdf Summary Sheets: http://iaincollings.com