- 2 20 Pts Consider A Continuous Time System Represented By The Following Equation Dy T Dt X T 1 X T 1 A 10 1 (46.29 KiB) Viewed 15 times
2. (20 pts) Consider a continuous-time system represented by the following equation: dy(t) dt = x(t+1) − x(t-1) (a) (10
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2. (20 pts) Consider a continuous-time system represented by the following equation: dy(t) dt = x(t+1) − x(t-1) (a) (10
2. (20 pts) Consider a continuous-time system represented by the following equation: dy(t) dt = x(t+1) − x(t-1) (a) (10 pts) Find the impulse response of this system. (b) (10 pts) Find the frequency response of this system. 3. (30 pts) Consider the following discrete-time LTI system: x[n] hi[r h₂[n] where x[n] = sin(n+7) and h₁ [n] = h₂[n] = ()"u[n]. (a) (10 pts) Find the overall frequency response of this system. (b) (10 pts) Find the Fourier Transform of the input, x[n]. (c) (10 pts) Find the Fourier Transform of the output, y[n]. y[n]