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Find Laplace transform of t^n(sin(t))
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There is a general formula if F[s] is the Laplace transform of f, then\[ L( t^n f(t)) = (-1)^n F^{(n)}(s)\]
\[ L( \sin(t)]=\frac{1}{s^2+1}\\ L( t^n \sin(t)]=(-1)^n Derivative[\frac{1}{s^2+1},\{s,n\}] \]
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