fine laplace transform : e^-2t u(t-3)
Lt[e−2tu(t−3)](s)=e−3(s+2)(Lt[u(t)](s+2)+∫−30e−(s+2)tu(t)dt)\mathcal{L}_{t}\left[e^{-2 t} u(t-3)\right](s)\\ =e^{-3(s+2)}\left(\mathcal{L}_{t}[u(t)](s+2)+\int_{-3}^{0} e^{-(s+2) t} u(t) d t\right)Lt[e−2tu(t−3)](s)=e−3(s+2)(Lt[u(t)](s+2)+∫−30e−(s+2)tu(t)dt)
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