![1a) [20 points] We filter r(t) to produce y(t) via a continuous-time LTI system r(t) y(t) H(w) with the filters frequency response given by H(w) -24 -12 0 12 24 If x(t) is given by the Fourier series expression r(t)-3 + X k2 cos (5 kt). what is y(t)? 1b) (20 points] A discrete-time LTI system x[n] yfn] h|n] has unit-pulse response rn What is y[n] if x[n] = (-1) for all n? Hint: you can express x[n] as a cos(Qon) or sin(Q0n) for some Ω](https://media.cheggcdn.com/media%2F292%2F29201504-956b-454c-a996-ffdb86810e04%2FphpmhpfSi.png)
1a) [20 points] We filter r(t) to produce y(t) via a
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(Solved) : 1a 20 Points Filter R T Produce Y T Via Continuous Time Lti System R T Y T H W Filter S Fr Q32987950 . . . .
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