Problem C.1 Use the definition of the Laplace transform to find the transform of the function shown in the graph

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Problem C.1 Use the definition of the Laplace transform to find the transform of the function shown in the graph. C.1.b. f(t) 1 Where did the formula f(t) = u(t-b) -u(t-c) come from? The line equation that I know is y2-y1=m(x2-x1) f(t)-y1=m(t-x1) but in this case the slope is zero. I thought it would mean that f(t)=a Can someone explain? 9-b- o b c z $ (+) = u(+-b) – u 17-c) Apply Laplace barebom on both sides L [26] – 1 [ult -b) – cou (1-] P(1) – L[ult -b)] – L[u(+-)] FCO)

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