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how to solve laplase f(t)=tcost
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\[\frac{ s^{2}-1 }{ (s^{2}+1)^{2} }\]
if you have no idea what to do, use the definition of the transform. \[\huge L \left\{ t \cos t \right\}=\int\limits_{0}^{+\infty} (t \cos t) e^{-st}dt\]
this solution is lengthy, though. another property of the transform is \[\large L \left\{ t^n f(t) \right\}=(-1)^n \frac{ d^n }{ ds^n }F(s)\] where \[\large F(s)=L \left\{ f(t) \right\}\]
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