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3. The impulse responses of the LTI systems shown below is given by h₁ [n] = u[n], h₂[n] = -u[n- 4] h₂[n] = 8[n 1] and h4[n] = u[n] −u[n-3] X[n] h₁ [n] h₂ [n] h3 [n] h4 [n] a) Find and sketch the overall impulse response of the system Find the output of the system y[n], if the input is x[n]= 6[n-1] b) v[n]

3. The impulse responses of the LTI systems shown below is given by h₁ [n] = u[n], h₂[n] = -u[n- 4] h₂[n] = 8[n 1] and h4[n] = u[n] −u[n-3] X[n] h₁ [n] h₂ [n] h3 [n] h4 [n] a) Find and sketch the overall impulse response of the system Find the output of the system y[n], if the input is x[n]= 6[n-1] b) v[n]

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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3. The impulse responses of the LTI systems shown below is given by h₁ [n] = u[n], h₂[n] = -u[n- 4] h₂ [n] = [n 1] and h₁ [n] = u[n] − u[n − 3] X[n] a) b) h₁ [n] h₂ [n] h3 [n] h4 [n] Find and sketch the overall impulse response of the system Find the output of the system y[n], if the input is x[n]= 8[n-1] v[n]
Transcribed Image Text:3. The impulse responses of the LTI systems shown below is given by h₁ [n] = u[n], h₂[n] = -u[n- 4] h₂ [n] = [n 1] and h₁ [n] = u[n] − u[n − 3] X[n] a) b) h₁ [n] h₂ [n] h3 [n] h4 [n] Find and sketch the overall impulse response of the system Find the output of the system y[n], if the input is x[n]= 8[n-1] v[n]
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