Compute the inverse Laplace transform of F(s) = .
A) $ \sin (81 t)+\frac{1}{81} \cos (9 t) $
B) $ \sin (9 t)+\frac{1}{9} \cos (9 t) $
C) $ \cos (9 t)+\frac{1}{9} \sin (9 t) $
D) $ \cos (81 t)+\frac{1}{81} \sin (9 t) $

Question

Compute the inverse Laplace transform of F(s) =  .
A) $ \sin (81 t)+\frac{1}{81} \cos (9 t) $ 
B) $ \sin (9 t)+\frac{1}{9} \cos (9 t) $ 
C) $ \cos (9 t)+\frac{1}{9} \sin (9 t) $ 
D) $ \cos (81 t)+\frac{1}{81} \sin (9 t) $

Quizplus · Accepted Answer

The Answer of Compute the inverse Laplace transform of F(s) =  .
A) $ \sin (81 t)+\frac{1}{81} \cos (9 t) $ 
B) $ \sin (9 t)+\frac{1}{9} \cos (9 t) $ 
C) $ \cos (9 t)+\frac{1}{9} \sin (9 t) $ 
D) $ \cos (81 t)+\frac{1}{81} \sin (9 t) $

Compute the Inverse Laplace Transform of F(s) = sin⁡(81t)+181cos⁡(9t) \sin (81 t)+\frac{1}{81} \cos (9 t) sin(81t)+811​cos(9t)

Compute the Inverse Laplace Transform of F(s) = $\sin (81 t)+\frac{1}{81} \cos (9 t)$