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(Solved) : Impulse Response 1d Linear Shift Invariant System H T Rect 65757 Rect 4 Reet 0375 Plot H Q44005759 . . .

The impulse response of a 1D linear shift invariant system is h(t) = (-rect (*+.65757) +rect (4) – reet (0.375)] (a). Plot h(t) with labelled axes. (b). Find the response of the system to a constant signal f(t) = c. (c). Compute the Fourier transforn, of h(t). Hint: You may use both these facts: • if F f (x)) = F($), then F[f((- a)/b) = e-)21€4|6|F(b€). • F[rect(x)] = sinc() Show transcribed image text The impulse response of a 1D linear shift invariant system is h(t) = (-rect (*+.65757) +rect (4) – reet (0.375)] (a). Plot h(t) with labelled axes. (b). Find the response of the system to a constant signal f(t) = c. (c). Compute the Fourier transforn, of h(t). Hint: You may use both these facts: • if F f (x)) = F($), then F[f((- a)/b) = e-)21€4|6|F(b€). • F[rect(x)] = sinc()

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Answer to The impulse response of a 1D linear shift invariant system is h(t) = (-rect (*+.65757) +rect (4) – reet (0.375)] (a). Pl…