Consider the triangular voltage waveform v(t) shown in Figure.
(a) Express v(t) mathematically.
(b) Use the real-shifting property to find
(c) Sketch the first derivative of v(t).
(d) Find the Laplace transform of the first derivative of v(t).
(e) Use the results of Part (d) and the integral property to verify the results of Parts (b) and (d).
(f) Use the derivative property and the result of Part (b) to verify the results of Parts (b) and (d).
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