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exidez
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Homework Statement
the inverse laplace transform of [tex]ln\frac{s+2}{s-5}[/tex] using the inverse Laplace transform of the derivative
Homework Equations
[tex]L^{-1}[/tex]{[tex]\frac{d^{n}}{ds^{n}}F(S)[/tex]} = [tex](-1)^{n}t^{n}f(t)[/tex]The Attempt at a Solution
the integral of [tex]ln\frac{s+2}{s-5}[/tex] I worked to be (s+2)ln(s+2)-(s+2) -(s-5)ln(s-5)+(s-5). So if this is F(S) then i still have no idea how to inverse it using the inverse Laplace transform of the derivative
somehow i think I am going down the wrong road... ?
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