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(Solved): 1. In (a), (b), use the basic definition of Laplace transform to find \( L[f(t)] \) : (a) \( f(t)= ...
![1. In (a), (b), use the basic definition of Laplace transform to find \( L[f(t)] \) :
(a) \( f(t)=e^{t} \cos t \)
(10\%)
(h)](https://media.cheggcdn.com/media/c5c/c5c3958c-0fbb-41b5-9c1b-a769507f28c5/phpXmJ9vk)
1. In (a), (b), use the basic definition of Laplace transform to find \( L[f(t)] \) : (a) \( f(t)=e^{t} \cos t \) (10\%) (h) (10\%) Note: you need to identify the bound of \( s \) such that \( L[f(t)] \) exists.