Given the system $ y(t) = (t-1)\, $, where $ y(t)\, $ is the output and $ x(t)\, $ is the input, find the unit impulse response $ h(t)\, $ and the system function $ H(s)\, $.
Then find the response to $ x(t) = cos(4t) + sin(2t)\, $
Given the system $ y(t) = (t-1)\, $, where $ y(t)\, $ is the output and $ x(t)\, $ is the input, find the unit impulse response $ h(t)\, $ and the system function $ H(s)\, $.
Then find the response to $ x(t) = cos(4t) + sin(2t)\, $