There is a relationship between the Heaviside function
Chapter , Problem 7(choose chapter or problem)
There is a relationship between the Heaviside function ua(t) and the Dirac delta function a(t) that can be observed from their Laplace transforms. (a) Show that, for a > 0, L[a] = sL[ua] ua(0). (b) What relationship does this suggest between ua(t) and a(t)? (c) Is there any way we could understand this relationship in terms of everyday calculus (without Laplace transforms)?
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