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Question: consider a continuous time invariant lti system the impulse response...

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Consider a Continuous time invariant (LTI) system. The impulse response of the LTI system is h(t)=2e-tu(t). If an input signal x(t)=(3+e-3t)u(t) is applied to this LTI system.

a) Compute the output signal y(t) with convulation integral.

b) Compute the H(jw) by using the Fourier Transform Formula

c) Determine the X(jw) and H(jw) to obtain Y(jw) and y(t).

ConsideCotinuous time invariont CHTO sg The mpite response of the LTI system is htt) = 2e-tutt) lpan inpat saal xct) (Зчё3t) ult) is applied to this system a) Compute the output signalgce) with convulation b) Compute he HC by using the Pourier Transpoen formub c) Determine. the x(ju) andto abtainY and gt)

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