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This method of observing the pattern and determining what the system is doing appears to work in this situation. However, it is not very rigorous, and does not explain how linearity plays a role. It may work for simple problems; however, it may also prove difficult/impossible to utilize correctly with more complex systems. Actually, from HW2, problem E clearly demonstrates this issue. A more rigorous method would be to write the input $ \cos(2t) $ as a linear combination of the given input functions, and then use the definition of linearity to write the response as a linear combination of the given response functions. --Jeff Kubascik

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Abstract algebra continues the conceptual developments of linear algebra, on an even grander scale.

Dr. Paul Garrett