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    How Do I Prove the Laplace Transform Formula for Functions with Finite Jumps?

    I want to ask about a proof of this transform: L{(f(t)}= sF(s) - f(0) - f(a^+) - f(a^-) - exp^(-as) inwhich f(t) is continuous except for an ordinary discontinuity (finite jump) at t=a, a>0
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