9–72 Complex Differentiation Property The complex differentiation property of the Laplace transformation states that

Use this property to find the Laplace transforms of f ðtÞ = ftgðtÞguðtÞ when gðtÞ = e−αt . Repeat for gðtÞ = sin βt and gðtÞ = cos βt.

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If A{f(1)} = F(s)then {if(t)} = F(s)