Recall the geometric series n=0 r n = 1 1 r for
Chapter 3, Problem 3.14(choose chapter or problem)
Recall the geometric series n=0 r n = 1 1 r for |r| < 1. With this and the result of 13, show that L[ f ](s) = 1 1 esT T 0 est f (t) dt. In each of 15 through 22, a periodic function is given (sometimes by a graph). Use the result of to compute its Laplace transform.
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