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

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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